tag:blogger.com,1999:blog-41732739185477224372024-02-19T17:51:25.409-08:00EL VANADIO EN EL PETROLEOSaludos amigos visitantes, el presente trabajo acerca de la química del vanadio y su relación con el petroleo esta hecho con la participación de todos los estudiantes por encargo del curso ``Química Inorgánica ´´ esperando que esta información brindada sea de gran utilidad, gracias por su tiempo.Cesar Lazartehttp://www.blogger.com/profile/01011846699651550011noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-4173273918547722437.post-20348594024530647202011-06-20T22:17:00.000-07:002011-06-20T22:21:16.952-07:00RECUPERACIÓN Y REUTILIZACIÓN DEL VANADIO EN LA INDUSTRIA PETROQUIMICA<!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves>false</w:TrackMoves> 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mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style> <![endif]--><!--[if gte mso 9]><xml> <o:shapedefaults ext="edit" spidmax="1027"> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout ext="edit"> <o:idmap ext="edit" data="1"> </o:shapelayout></xml><![endif]--> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" >RECUPERACIÓN Y REUTILIZACIÓN DEL VANADIO EN LA INDUSTRIA PETROQUIMICA</span></b></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";font-size:14.0pt;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif"font-family:";font-size:14.0pt;" >En la tan amplia industria del petróleo y siendo mas especifico en la industria petroquímica la generación de grandes cantidades de desechos, provenientes en su mayoría de los procesos catalíticos que son usados en la refinación del petróleo. <span style="mso-spacerun:yes"> </span>Generalmente los productos del petróleo no son aptos en calidad ni cantidad por ello es necesario su transformación en unos mas convenientes. Esta transformación se da en procesos que se basan en fenómenos catalíticos. </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";font-size:14.0pt;" > </span></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" >LOS CATALIZADORES</span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif"font-family:";font-size:14.0pt;" >Los catalizadores se utilizan en los procesos <span style="color:#292526;">petroquímicos de desintegración, reformación de gasolinas, hidrotratamientos, hidrogenación-deshidrogenación, oxidación, alquilación e isomerización, entre otros.</span></span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"; font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >Los procesos denominados de <span style="mso-spacerun:yes"> </span>hidrotratamiento, como la hidrodesulfuración y la hidrometalización, tienen como finalidad la eliminación de azufre, níquel, vanadio y hierro, entre otros elementos que acompañan a las moléculas de hidrocarburos que componen el petróleo. </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"; font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >Estos procesos permiten eliminar problemas de”envenenamiento del catalizador”, utilizado en otros procesos de refinación, debido a la adsorción de dichas impurezas, aumentando así la calidad de los productos y evitando la contaminación atmosférica. </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >Estos procesos han venido aplicándose cada vez con más frecuencia, debido a que el uso del petróleo pesado que contiene muchas impurezas se ha incrementado.</span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"; font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >Es interesante destacar que la presencia de un catalizador en un sistema reaccionante puede dar lugar a la aparición de nuevas formas de reacción, que en su ausencia serían difíciles o prácticamente imposibles de obtener.</span></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" > </span></b></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" >PROCESO DE DESACTIVACIÓN DE UN CATALIZADOR</span></b></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=";font-family:";font-size:14.0pt;color:#292526;" >La selectividad de un catalizador está relacionada </span><span style=";font-family:";font-size:14.0pt;color:#292526;" >con el efecto orientador de </span><span style="Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >la reacción en una dirección preferente. Un catalizador es más selectivo mientras da mayor cantidad de producto deseado. Con el tiempo de uso la actividad del catalizador tiende a disminuir. Esta variación, decreciente y continua del catalizador, se denomina desactivación.</span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"; font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align: justify;"><span style=";font-family:";font-size:14.0pt;color:#292526;" >Cuando la desactivación se realiza lentamente se llama envejecimiento, en tanto que cuando es brusca, generalmente se trata de un fenómeno de envenenamiento. El fenómeno de desactivación está íntimamente ligado a la estabilidad del catalizador. La estabilidad de un catalizador es la característica que se relaciona con la vida útil del catalizador.</span></p><p class="MsoNoSpacing" style="text-align: justify;"><img 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alt="" /></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"; font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing"><b style="mso-bidi-font-weight:normal"><span style="Times New Roman","serif";color:#984806; mso-thememso-themeshade:128font-family:";font-size:14.0pt;color:accent6;" >RECUPERACIÓN DE METALES DE TRANSICIÓN</span></b></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >La recuperación de metales de transición (vanadio, molibdeno, tungsteno, níquel, etc.) a partir de los catalizadores gastados de las refinerías del petróleo es un serio problema industrial, debido a la necesidad de preparar nuevos catalizadores y disponer de enormes cantidades generadas de catalizador desactivado. Durante el proceso de refinación se involucran diversos agentes lixiviantes oxidantes, que tiene características reductoras y acomplejantes en medios ácidos o básicos, y bajo diferentes condiciones térmicas. Entre muchos agentes lixiviantes, las soluciones acuosas de NH<sub>3</sub>, Na<sub>2</sub>CO<sub>3</sub> y NaOH son los agentes más usados, debido a su bajo costo y disponibilidad.</span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >El vanadio y el molibdeno son recuperados a partir de catalizadores gastados de la industria petroquímica en las formas de vanadato y molibdato de sodio por lixiviación con soluciones acuosas de NH<sub>3</sub> o NaOH, después de un tratamiento preliminar del catalizador con CS<sub>2</sub> o solventes orgánicos.</span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >Los resultados muestran que con un simple tratamiento del catalizador con hidróxido de sodio e hidróxido de amonio, que son agentes alcalinos relativamente comunes y de bajo costo, se pueden recuperar dos de los metales contenidos en el catalizador, que son el vanadio en un 88% y el molibdeno en un 92%, en forma de sales, permitiendo así su posterior reutilización.</span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" >La recuperación resulta ser una buena alternativa para la industria petroquímica, por ser factible y a la vez efectivo, gracias precisamente a la reutilización de estos metales, la cual representa una gran ventaja económica a nivel comercial.</span></p> <p class="MsoNoSpacing" style="text-align:justify"><span style=" Times New Roman","serif";font-family:";font-size:14.0pt;color:#292526;" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p> <p class="MsoNoSpacing"><span style="Times New Roman","serif"font-family:";" > </span></p>Angeliusshttp://www.blogger.com/profile/02701560200252421153noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-65768302514733697162011-06-20T19:53:00.000-07:002011-06-20T21:37:19.458-07:00Vanadio trampas para catalizadores de craqueo catalítico<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2p4KEkTsk-9-WqJJR3x0y8Tl8b89SdDJm8IJ3W7IieW43ySchdBoGvkt4VGbza3rbrYj8DxW3SE9e4cXeQBqvE9jnwR7ff-_W7dFozAcDdnWxrL5hJteDxgMDddh2Z7SmCy-b8P_QRsw/s1600/Estructura_Xl%255B1%255D.jpg"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 214px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5620511498735424898" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2p4KEkTsk-9-WqJJR3x0y8Tl8b89SdDJm8IJ3W7IieW43ySchdBoGvkt4VGbza3rbrYj8DxW3SE9e4cXeQBqvE9jnwR7ff-_W7dFozAcDdnWxrL5hJteDxgMDddh2Z7SmCy-b8P_QRsw/s320/Estructura_Xl%255B1%255D.jpg" /></a><br /><br /><br /><br /><div>Se describe una composicion catalitica util en el craqueo catalitico de hidrocarburos, que contiene al menos un agente causando la inactivacion del vanadio, que puede estar presente en los hidrocarburos como contaminante. Estos agentes obtienen inactivacion de vanadio sin perdida sustancial de la actividad catalitica y selectividad.</div><br /><br /><br /><div>Objetivo de la invencion</div><br /><br /><br /><div>Es un objetivo de la invencion proporcionar invenciones cataliticas composiciones con capacidad para procesar cargos con alto contenido de metales, especialmente vanadio para immovilizar dichos metales, sin perdida sustancial en su actividad catalitica y selectividad. Otro objetivo de esta invencion es proporcionar a las composiciones cataliticas previamente existestentes con aditivos o trampas para conservar el vanadio en medio del proceso de craqueo catalitico de hidrocarburos.</div><br /><br /><br /><div>Descripcion de la invencion</div><br /><br /><br /><div>Esta invencion especificamente esta relacionada con el uso de sustancias de supresion de actividad y trampas de metales para disminuir los efectos dañinos del vanadio y niquel en los catalizadores de craqueo catalitico. En general cuanto mayor sea el peso molecular promedio (MW) en el cargo, mayor sera el contenido de metales como el vanadio, niquel, hierro y cobre. En la industria petrolera es la tendencia mundial hacia someter a cataliticas craqueo cada vez mas pesados y contaminados cargos (MW)</div><br /><br /><br /><div>El catalizador se compone se compone generalmente de particulas con diametros comprendidas entre 20 y 150 micras, con un diametro promedio de alrededor de 70 micras. Se compone de un zeolita (aluminio silicato cristalino), generalmente del tipo Y enraizado en una matriz de silice y alumina como los principales componentes. La zeolita, que es la parte mas reactiva del catalizador, esta obligado a ser envenenado y hecho inactivo por el vanadio que contamina el cargo.</div><br /><br /><br /><div>En el proceso de craqueo catalitico, el catalizador fluye ciclicamente entre el reactor y el generador, en cada ciclo el catalizador lleva un retraso de unos pocos segundos en el reactor y de cerca de 7 a 15 minutos en el regenerador (dependiendo de su diseño). La reaccion tiene lugar cuando el catalizador caliente desde el generador se encuentra con la carga, en el elevador de base, a una temperatura de fusion que puede variar entre 500-560 degree.C. los productos de reaccion, la carga que no reacciono y el catalizador gastado (catalizador con coque) son trasladados hacia los ciclones de reactor donde se extrae el catalizador de los hidrocarburos. Antes de transmitir el catalizador gastado al regenerador, se pasa a traves del stripper donde, por medio de una corriente de vapor de agua, se libera el hidrocarburo atrapado en los poros del catalizador. El catalizador de emision de stripper se mueve hacia el regenerador donde se encuentra el coque que en la presencia de aire se convirtio a oxidado. El calor que se evoluciuono a partir de esta combustion es sufuciente para aumentar la temperatura regeneradora hasta la orden de entre 650-790 degree .C. el catalizador caliente se transfiere al reactor donde se inicia un nuevo ciclo.</div><br /><br /><br /><div>Entre los metales presentes en el petroleo, el vanadio y niquel son los mas perjudiciales y su concentracion en el catalizador de equilibrio (el catalizador que se mueve en el inventario de la unidad comercial) es necesario añadir diariamente una cantidad de catalizador fresco. Es bien sabido que el vanadio, incluso en concentraciones debiles, tiene un efecto sobre la actividad de catalizador y selectividad desactivar la Zeolita y promover la produccion de coque y de hidrogeno a expensas de valiosos productos como la gasolina.</div><br /><div></div><br /><div><a href="http://es.patents.com/us-6159887.html">http://es.patents.com/us-6159887.html</a></div>Steven Ramos Minayahttp://www.blogger.com/profile/03340416991075668758noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-54503817807262291322011-06-20T19:39:00.000-07:002011-06-20T20:51:45.172-07:00Vanadio: tratamiento de combustibles residuales<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaOufFisPwWwyd1Xo4dUoeMl0ls3UK4JHB5PhSIq9e_466pw4YYzqd9OdPt8RbhmedWcdISTusPkzRk4VOq1qyVb1qmGA3SUwhEJEjm7u4lpUC7ccm8ICTnHZ0R9_YE6-2DQuceuyNmVI/s1600/vvvvv.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaOufFisPwWwyd1Xo4dUoeMl0ls3UK4JHB5PhSIq9e_466pw4YYzqd9OdPt8RbhmedWcdISTusPkzRk4VOq1qyVb1qmGA3SUwhEJEjm7u4lpUC7ccm8ICTnHZ0R9_YE6-2DQuceuyNmVI/s320/vvvvv.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5620501076504414530" /></a><div><p class="MsoNormal" align="center" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal;mso-outline-level:1;vertical-align:baseline"><span style="font-size:20.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:#232323;letter-spacing:-.75pt;border:none windowtext 1.0pt; mso-border-alt:none windowtext 0cm;padding:0cm;mso-font-kerning:18.0pt; mso-fareast-language:ES-PE"><b>Vanadio: tratamiento de combustibles residuales</b></span><span style="font-size:20.0pt;font-family:"Times New Roman","serif";mso-fareast-font-family: "Times New Roman";color:#232323;letter-spacing:-.75pt;mso-font-kerning:18.0pt; mso-fareast-language:ES-PE"><o:p></o:p></span></p><p class="MsoNormal" align="center" style="text-align: justify;margin-bottom: 0.0001pt; line-height: normal; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;">El vanadio es un metal traza solubles en aceite se encuentra en todos los aceites </span></span><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;">combustibles que forman cenizas.Junto con el sodio , no se puede eliminar en el proceso de refinación y tiene un efecto corrosivo cuando se quema a altas temperaturas , lo que contribuye ala formación de escoria. una serie de estrategias se han desarrollado para mitigar estos problemas,incluyendo los tratamientos de combustibles para reducir el potencial corrosivo del vanadio es mediante la unión con el magnesio,lo que reduce la acumulación de incrustaciones de sal.</span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;"> </span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "><b>¿cuanto? </b></span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;">función</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> de la </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">evolución</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> </span></span><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;">gaviota tridactila,un proveedor de servicios de vigilancia y ñas pruebas ,incluido el combustible y el análisis de aceites lubricantes (ver kittiwake.com),los niveles de vanadio en los combustibles residuales dependen principalmente de la fuente petroleo crudo ,con los de Venezuela y México tienen los niveles mas altos. Aunque la </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">mayoría</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> de los combustibles residuales con niveles de vanadio de menos de 150mg/kg,el nivel real </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">también</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;"> esta relacionado con el efecto de la concentración de la refinería de los procesos utilizados en la </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">producción</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> del residuo.Algunos combustibles tienen un nivel de vanadio superior a 400mg/kg.</span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "><span class="Apple-style-span" ><b>El problema de la </b></span></span><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;"><b>corrosión</b></span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">la </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">corrosión</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> de alta temperatura y la suciedad se puede atribuir al vanadio y sodio en el combustible.Durante la </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">combustión</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">, de estos elementos se oxidan y forman sales de </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">fusión </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">semiliquidos y de bajo (pentoxido de vanadio),que se adhiere alas </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">válvulas</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> de escape y de turbocompresores.En la practica,el grado de </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">corrosión</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> en caliente y la suciedad se mantiene generalmente en un nivel aceptable atravez de un control de temperatura,una </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">solución</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> operativa ,y la </span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; ">selección</span><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "> de materiales.</span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "><b>Tratamientos</b></span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;">Ademas,los aditivos de combustible se han desarrollado para controlar la formación de estas sales.el pentoxido de vanadio tiene un punto de fusión de 670°C y es corrosivo en estado liquido. Óxidos de magnesio/vanadio tiene altos puntos de fusion,a mas de 1.100°C.Asi que una estrategia de tratamiento consiste en añadir magnesio de tal forma que se una con el vanadio,y que los resultados durante el proceso de combustión en una ceniza sea relativamente inofensivo.</span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "><b>Industrias Afectadas</b></span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px;">las industrias que tienen que preocuparse por este problema son aquellas que se basan en los aceites combustibles pesados y/o de funcionamiento de motores diésel.Lo mas significativo es el impacto de este problemas son las instalaciones de generación de energia eléctrica propiedad de servicios públicos , tranporte marítimo y lineas de trasporte.</span></span></p><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" ><span class="Apple-style-span" style="letter-spacing: -1px; line-height: 18px; "><b>Resumen</b></span></span></p> <p style="margin:0cm;margin-bottom:.0001pt;text-align:justify;vertical-align: baseline"><span style="font-size:11.0pt;color:black"><o:p> </o:p></span></p><p style="margin:0cm;margin-bottom:.0001pt;text-align:justify;vertical-align: baseline"><o:p><span class="Apple-style-span" style="font-size: 11pt;">A pesar de que el vanadio esta presente en todos los aceites combustibles pesados, la cantidad en </span><span class="Apple-style-span" style="font-size: 15px;">particular</span><span class="Apple-style-span" style="font-size: 11pt;"> depende de donde el aceite vino y </span><span class="Apple-style-span" style="font-size: 15px; ">el proceso</span><span class="Apple-style-span" style="font-size: 11pt;"> de </span><span class="Apple-style-span" style="font-size: 15px; ">destilación</span><span class="Apple-style-span" style="font-size: 11pt;"> que fue sometido.los efectos corrosivos de vanadio puede ser mitigado a travez de procedimientos </span><span class="Apple-style-span" style="font-size: 15px; ">operativos y</span><span class="Apple-style-span" style="font-size: 11pt;"> las opciones de </span><span class="Apple-style-span" style="font-size: 15px;">cámara</span><span class="Apple-style-span" style="font-size: 11pt;"> de </span><span class="Apple-style-span" style="font-size: 15px; ">combustión</span><span class="Apple-style-span" style="font-size: 11pt;"> a travez de los materiales y el uno de tratamientos que </span><span class="Apple-style-span" style="font-size: 15px; ">contienen</span><span class="Apple-style-span" style="font-size: 11pt;"> magnesio.</span></o:p></p><p style="margin:0cm;margin-bottom:.0001pt;text-align:justify;vertical-align: baseline"><span class="Apple-style-span" style="font-size: 15px; "><br /></span></p> <span style="border-style: initial;border-color:initial;outline-width: 0px;outline-style: initial; outline-color: initial;font-weight:inherit;font-style:inherit"></span> <span style="border-style: initial;border-color:initial;outline-width: 0px;outline-style: initial; outline-color: initial;font-weight:inherit;font-style:inherit"></span><p class="MsoNormal" align="center" style="text-align: justify; margin-bottom: 0.0001pt; vertical-align: baseline; "><span class="Apple-style-span" style="font-family: 'Courier New'; letter-spacing: -1px; font-size: small; "> </span></p><p class="MsoNormal" align="center" style="text-align: justify;margin-bottom: 0.0001pt; line-height: normal; vertical-align: baseline; "><span class="apple-style-span"><span style="font-size: 11.0pt;line-height:115%;font-family:"Times New Roman","serif";mso-fareast-font-family: Calibri;mso-fareast-theme-font:minor-latin;color:black;border:none windowtext 1.0pt; mso-border-alt:none windowtext 0cm;padding:0cm;mso-ansi-language:ES-PE; mso-fareast-language:EN-US;mso-bidi-language:AR-SA">Read more:</span></span><span class="apple-converted-space"><span style="font-size:11.0pt;line-height:115%; font-family:"Times New Roman","serif";mso-fareast-font-family:Calibri; mso-fareast-theme-font:minor-latin;color:black;border:none windowtext 1.0pt; mso-border-alt:none windowtext 0cm;padding:0cm;mso-ansi-language:ES-PE; mso-fareast-language:EN-US;mso-bidi-language:AR-SA"> </span></span><span class="apple-style-span"><span style="font-size:11.0pt;line-height:115%; font-family:"Times New Roman","serif";mso-fareast-font-family:Calibri; mso-fareast-theme-font:minor-latin;color:black;border:none windowtext 1.0pt; mso-border-alt:none windowtext 0cm;padding:0cm;mso-ansi-language:ES-PE; mso-fareast-language:EN-US;mso-bidi-language:AR-SA">Vanadio tratamiento de combustibles residuales | eHow.com</span></span><span class="apple-converted-space"><span style="font-size:11.0pt;line-height:115%; font-family:"Times New Roman","serif";mso-fareast-font-family:Calibri; mso-fareast-theme-font:minor-latin;color:black;border:none windowtext 1.0pt; mso-border-alt:none windowtext 0cm;padding:0cm;mso-ansi-language:ES-PE; mso-fareast-language:EN-US;mso-bidi-language:AR-SA"> </span></span><span class="apple-style-span"><span style="font-size:11.0pt;line-height:115%; font-family:"Times New Roman","serif";mso-fareast-font-family:Calibri; mso-fareast-theme-font:minor-latin;color:black;border:none windowtext 1.0pt; mso-border-alt:none windowtext 0cm;padding:0cm;mso-ansi-language:ES-PE; mso-fareast-language:EN-US;mso-bidi-language:AR-SA">http://www.ehow.com/about_6326867_vanadium-treatment-residual-fuel.html#ixzz1PsGRJQP8</span></span><span style="font-size:11.0pt;line-height:115%;font-family:"Times New Roman","serif"; mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-ansi-language: ES-PE;mso-fareast-language:EN-US;mso-bidi-language:AR-SA"><span style="mso-spacerun:yes"> </span></span><span style="letter-spacing: -0.75pt; border-top-style: none; border-right-style: none; border-bottom-style: none; border-left-style: none; border-top-color: windowtext; border-right-color: windowtext; border-bottom-color: windowtext; border-left-color: windowtext; border-top-width: 1pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; padding-top: 0cm; padding-right: 0cm; padding-bottom: 0cm; padding-left: 0cm; "><span style="border-top-style: none; border-right-style: none; border-bottom-style: none; border-left-style: none; border-top-color: windowtext; border-right-color: windowtext; border-bottom-color: windowtext; border-left-color: windowtext; border-top-width: 1pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; padding-top: 0cm; padding-right: 0cm; padding-bottom: 0cm; padding-left: 0cm; "><span style="border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; "></span></span></span></p><p style="text-align: left;margin-top: 0cm; margin-right: 0cm; margin-left: 0cm; margin-bottom: 0.0001pt; text-indent: -18pt; vertical-align: baseline; "><span style="letter-spacing: -0.75pt; border-top-style: none; border-right-style: none; border-bottom-style: none; border-left-style: none; border-top-color: windowtext; border-right-color: windowtext; border-bottom-color: windowtext; border-left-color: windowtext; border-top-width: 1pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; padding-top: 0cm; padding-right: 0cm; padding-bottom: 0cm; padding-left: 0cm; "><span style="color: black; "><span style="font: normal normal normal 7pt/normal 'Times New Roman'; "><span class="Apple-style-span" > </span></span></span></span></p><span style="letter-spacing: -0.75pt; border-top-style: none; border-right-style: none; border-bottom-style: none; border-left-style: none; border-top-color: windowtext; border-right-color: windowtext; border-bottom-color: windowtext; border-left-color: windowtext; border-top-width: 1pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; padding-top: 0cm; padding-right: 0cm; padding-bottom: 0cm; padding-left: 0cm; "> </span><span style="font-size:11.0pt;line-height:115%;font-family:"Times New Roman","serif"; mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-ansi-language: ES-PE;mso-fareast-language:EN-US;mso-bidi-language:AR-SA"><span style="mso-spacerun:yes"><br /></span></span><p></p></div>talaverahttp://www.blogger.com/profile/07523417369972420941noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-14478504900942535412011-06-20T18:31:00.000-07:002011-06-20T19:38:55.930-07:00<div><div><div class="descricao" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; "><p style="line-height: 16px; font-size: 13px; text-align: center; font-family: arial, helvetica, clean, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; color: rgb(51, 51, 51); "><br /></p><p style="text-align: center; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; "></p><div style="text-align: left;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span" style="font-size: 14px; line-height: 16px;"><b>Procedimiento para convertir una alimentación de aceite de hidrocarburos que contiene vanadio en productos mas ligeros</b></span></span></span></span></div><div style="font-size: 16px; line-height: normal; "><div><div class="descricao" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; "><p style="text-align: left;line-height: 16px; font-size: 13px; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; color: rgb(51, 51, 51); "><span class="Apple-style-span"><br /></span></p><p style="font-family: Georgia, serif; line-height: 16px; font-size: 13px; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span"><br /></span></p><span class="Apple-style-span" style="color: rgb(0, 0, 0); font-family: Georgia, serif; line-height: 16px; "><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAN5zsXO12reJ986_5ScLBeU2I1RtMUGxyx-1vE3KFnSdY6TyKRII3B5t48FtZB9ebyt63CqhEYtzuzK97RDYQfmsLltjuzDmc3ruNji9vTAlMqEiNI9Pwp2D1U3WNX-D1sQvoQoOmL5I/s320/aceite.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5620484093025290338" style="text-align: center; float: left; margin-top: 0px; margin-right: 10px; margin-bottom: 10px; margin-left: 0px; cursor: pointer; width: 150px; height: 212px; " /></span><p style="font-family: Georgia, serif; line-height: 16px; font-size: 13px; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span">La presente invención se refiere a un procedimiento para convertir una alimentación de aceite de hidrocarburo que contiene vanadio</span></p><p style="font-family: Georgia, serif; line-height: 16px; font-size: 13px; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span"> en productos más ligeros que consiste de: poner en contacto la alimentación de aceite bajo condiciones de conversión con un catalizador de termofracionación para formar productos más ligeros y coque mediante lo cual el vanadio, en un estado de oxidación menor de +5 y el coque se depositan sobre el catalizador; separar los productos más ligeros del catalizador agotado que lleva vanadio en un estado de oxidación menor de +5 y coque, regenerar </span></p><p style="font-family: Georgia, serif; line-height: 16px; font-size: 13px; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span">el catalizador agotado poniéndose en contacto con un gas que contiene oxígeno bajo condiciones mediante las cuales el coque en el catalizador agotado se quema formando productos gaseosos que consisten de CO y CO2, la regeneración se lleva a cabo bajo condiciones mediante las cuales el vanadio se mantiene en un estado de oxidación menor de +5 y hacer recircular el catalizador regenerado hacia el regenerador para ponerse en contacto con la alimentación nueva.</span></p><p style="color: rgb(0, 0, 0); font-family: Georgia, serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; "><span class="Apple-style-span"><span class="Apple-style-span" style="font-size: 14px; line-height: 16px; "><b><br /></b></span></span></p><p style="color: rgb(0, 0, 0); font-family: Georgia, serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; "><span class="Apple-style-span"><span class="Apple-style-span" style="font-size: 14px; line-height: 16px; "><b><br /></b></span></span></p><p style="font-family: Georgia, serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; "><span class="Apple-style-span"><span class="Apple-style-span" style="font-size: 14px; line-height: 16px; "><b>Procedimiento mejorado de desintegración catalitica fluida de hidrocarburos</b></span></span></p><p style="font-family: Georgia, serif; line-height: 16px; font-size: 13px; text-align: center; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; color: rgb(51, 51, 51); "></p><div class="descricao" style="font-family: Georgia, serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; color: rgb(0, 0, 0); "><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span"><br /></span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span">Se refiere a procedimiento mejorado de desintegración catalítica fluida de hidrocarburos, seleccionados del grupo que consiste de un aceite residual de destilación, un aceite desasfaltado, solvente, derivado del mismo, caracterizado porque comprende las siguientes etapas: </span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span"><br /></span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span">1) retirar una parte de las partículas del catalizador que circulan a través de una unidad de desintegración catalítica de fluido.</span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span"><br /></span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span">2) enviar las partículas de catalizador retenidas por medio de un fluido portador de un gas inerte en un régimen 0.01 a 100 metros por segundo en una concentración de partículas de 0.01 a 500 gramos por litro hacia un separador magnético de gradiente elevado en donde se coloca una matriz ferromagnética en un campo magnético elevado uniforme para generar un gradiente magnético elevado alrededor de la matriz, en donde dicha matriz ferromagnética es una red de acero que tiene un diámetro de filamento de 10 a 1,000 um y un tamaño de abertura de malla de punto de 3 a 80; el campo magnético tiene una intensidad de 1,000 a 20,000 gauss y el gradiente magnético es de 2,000 x 103 a 20,000 x 103 gauss por centímetro. </span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span"><br /></span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span">3) separar de esta manera las partículas que se hacen magnéticas mediante la deposición de por lo menos un metal que se selecciona del grupo que consiste de níquel, vanadio, hierro y cobre que están contenidos en los hidrocarburos de partida y un grupo de partículas no magnéticas.</span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span"><br /></span></p><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><span class="Apple-style-span">4) hacer regresar las partículas no magnéticas a la unidad de desintegración catalítica de fluido para su reutilización, en donde el contenido de níquel o vanadio en los hidrocarburos de partida es por lo menos 1 ppm porpeso, un agente de pasivación de metal contaminante es añadido a los hidrocarburos de partida; las partículas de catalizador retiradas son pretratadas antes de que sean enviadas al separador magnético de gradiente elevado, y las partículas del catalizador son sometidas a un tratamiento de desmetalización y entonces son regresadas a la unidad de desintegración catalítica de fluido para su reutilización; en donde la reacción de desintegración se lleva a cabo a una temperatura de entre aproximadamente480°C a 550°C, a una presión manométrica de 1 a 3 Kg/cm2, con un tiempo de contacto de 1 a 10 segundos y con una relación de catalizador-hidrocarburos de 1 a 20.</span></p></div><p style="color: rgb(0, 0, 0); font-family: Georgia, serif; "></p></div></div></div><p></p><p style="line-height: 16px; font-size: 13px; font-family: arial, helvetica, clean, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><br /></p><p style="line-height: 16px; font-size: 13px; font-family: arial, helvetica, clean, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><br /></p><p style="line-height: 16px; font-size: 13px; font-family: arial, helvetica, clean, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><br /></p><p style="line-height: 16px; font-size: 13px; font-family: arial, helvetica, clean, sans-serif; text-align: center; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; color: rgb(51, 51, 51); "><br /></p><p style="line-height: 16px; font-size: 13px; text-align: center; font-family: arial, helvetica, clean, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; color: rgb(51, 51, 51); "><br /></p><p style="line-height: 16px; font-size: 13px; font-family: arial, helvetica, clean, sans-serif; text-align: center; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; color: rgb(51, 51, 51); "><br /></p><p style="line-height: 16px; font-size: 13px; font-family: arial, helvetica, clean, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><br /></p><p style="line-height: 16px; font-size: 13px; font-family: arial, helvetica, clean, sans-serif; margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; overflow-x: hidden; overflow-y: hidden; text-align: justify; color: rgb(51, 51, 51); "><br /></p></div></div></div>gino alvaradohttp://www.blogger.com/profile/11065995300251099264noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-1727702223413424282011-06-20T17:00:00.000-07:002011-06-20T17:35:22.524-07:00Efecto del vanadio en la desactivación de catalizadores de FCCHay actualmente una tendencia mundial para que los refinadores agrieten las materias de base de un aceite más pesado. Las alimentaciones pesadas diferencian del aceite de gas por su intervalo de ebullición mucho más alto y su contenido más alto de naftenos y los compuestos aromáticos polinucleares, las resinas, los asphaltenes, los metales del contaminante(V,Ni,Cu), sulfuro, nitrógeno y carbón de Conradson.<br />El Vanadio, mientras que no es el único contribuidor a la desactivación del catalizador líquido que se agrieta, dicta con frecuencia la cantidad de catalizador fresco agregada a la unidad de la FCC.<br />Los complejos naturales del Vanadio están presentes en aceite de gas pesado bajo la forma de porfirinas. En la unidad de la FCC los complejos se descomponen y los metales se depositan en el catalizador. El vanadio reduce la actividad y la selectividad del catalizador de la FCC debido a su tendencia a causar reacciones indeseables del hidrógeno y a coquizar la formación. Los varios autores han propuesto el mecanismo del ataque del vanadio contra los catalizadores. Usando los varios catalizadores y las técnicas de la caracterización tales como XRD, lA APUESTA y el microsondeo electrónico Wormsbecher del electrón y otro propusieron que V2O5 sea transformado en el ácido vanádico volátil, H3VO4, en el regenerador por una reacción con agua que causa la destrucción de la zeolita debido a la hidrólisis del marco del silicona-alúmina. Mientras que estudiaba intercambio de la zeolita de Y con los diversos cationes y silicalite, Pine observó que el vanadio ataca ambas estructuras en presencia de vapor. Los resultados de XPS indicaron que el vanadio no penetra el cristan de la zeolita, sugiriendo que el ataque está principalmente en la superficie.<br /><br />Para mayor informacion:<br /><a href="http://www.scielo.br/scielo.php?script=sci_arttext&pid=S0104-66321998000200002">www.scielo.br/scielo.php?script=sci_arttext&pid=S0104-66321998000200002</a>arnaldo ancheliahttp://www.blogger.com/profile/15890735400402885020noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-21612052164146784622011-06-20T12:48:00.000-07:002011-06-20T12:48:19.465-07:00Recuperación de vanadio y níquel de residuos de petróleo<div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 12pt; text-align: center;"><span lang="ES" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Recuperación de vanadio y níquel de residuos de petróleo</span><span lang="ES" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p></o:p></span></div><br />
<div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span class="apple-style-span"><span lang="ES" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 115%;">CAMPO DE LA INVENCIÓN</span></span><span lang="ES" style="color: #3a3a3a; font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 115%;"><br />
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<span class="apple-style-span">Esta invención se refiere en general a un proceso de recuperación separado de valores vanadio y níquel de residuos de petróleo que contienen azufre. En un aspecto, esta invención está dirigida a un proceso de recuperación de valores vanadio y níquel de Flexicoke.</span><br />
</span><span lang="ES" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 115%;"><br />
<span class="apple-style-span">FONDO DE LA INVENCIÓN</span></span><span lang="ES" style="color: #3a3a3a; font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 115%;"><br />
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<span class="apple-style-span">Vanadio es un metal muy versátil y hallazgos se utilizan principalmente como un elemento de aleación de hierro donde la adición de cantidades tan pequeñas como 0,1 por ciento o menos de acero al carbono puede mejorar considerablemente fuerza, resistencia y ductilidad. Estos aceros de alta resistencia baja aleación (HSLA) se utilizan ampliamente en la construcción de puentes, edificios, tuberías y otros. Este metal versátil también es útil en la preparación de metales de alto rendimiento, como los de titanio, aluminio y vanadio. Además, vanadio es empleado en catalizadores utilizados en la fabricación de ácido sulfúrico y gomas.</span><br />
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<span class="apple-style-span">Sin embargo, a pesar de vanadio se considera que un elemento bastante común, rara vez se encuentra en concentraciones suficientes en la superficie de la tierra donde se puede extraer económicamente para el elemento solamente.</span><br />
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<span class="apple-style-span">Más recientemente, petróleo y derivados de petróleo han sido investigados como una posible fuente de vanadio ya que casi todos los aceites crudos contienen al menos rastrear cantidades de vanadio. La presencia de vanadio es, por supuesto, indeseable en el procesamiento de crudo ya que contamina los catalizadores hidrocraqueo e hidroformado. Plantas de energía que queman petróleo crudo con un contenido elevado de vanadio se sabe que terminan con vanadio rodamiento cenizas y residuos de rodamiento de vanadio caldera.</span><br />
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<span class="apple-style-span">En la práctica, Flexicoking es un proceso de gasificación de coque que se lleva a cabo en tres buques (un líquido coker, un calefactor y una especifícamente coque) que contienen coque fluidizado sólidos. Los tres buques están interconectados para permitir la transferencia de sólida de un buque a otro. Fondos de destilación al vacío son alimentados a la Flexicoker y aproximadamente el 95 por ciento de la coca-cola que normalmente se produciría en un fluido coker es consumido en la producción de un gas de BTU baja. Los metalizados se concentran en la coca-cola restante que debidamente se conoce como "flexicoke". Así, Flexicoking en los niveles de gasificación de coque alta puede resultar en una alta concentración de metales en el producto de Flexicoke. Este coque contenido de metales alta es una fuente potencial de vanadio valiosa y níquel.</span><br />
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<span class="apple-style-span">Barclay en Estados Unidos. Pat. 4,420,464 Nº revela, entre otras cosas, la recuperación de vanadio de Flexicoke en el que el Flexicoke es gasificada para producir medio BTU combustibles y retirarse de la gasificación, una agrupación de sal fundida que grupo entonces es tratada con un gas que contienen oxígeno para convertir el vanadio en forma soluble en agua. Después de Temple en una solución acuosa y eliminación de ceniza, la solución es reaccionó con dióxido de carbono para producir bicarbonatos de metales alcalinos y sulfuro de hidrógeno. Precipitan las bicarbonatos y vanadio puede ser recuperado de la solución. Níquel, si se solicita, debe recuperarse por un mecanismo independiente.</span><br />
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</span><span class="apple-style-span"><span lang="ES" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 115%;">RESUMEN DE LA INVENCIÓN</span></span><span lang="ES" style="color: #3a3a3a; font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 115%;"><br />
<br />
<span class="apple-style-span">De acuerdo con la invención presente se ha descubierto que se pueden recuperar valores vanadio y níquel de residuos de petróleo por un proceso simple y económico utilizando reactivos de bajo costo y equipo disponible. Además, la invención presente proporciona un método conveniente para la separación y la recuperación de vanadio y níquel contenido en dichos residuos. Además, los aspectos del proceso de la invención presente implica la quema de carbón de los residuos que contengan metales y, por lo tanto, se podría usar el calor con ahorro económico resultante.</span></span><span lang="ES"><o:p></o:p></span></div><span lang="ES" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"> <v:stroke joinstyle="miter"> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"> <v:f eqn="sum @0 1 0"> <v:f eqn="sum 0 0 @1"> <v:f eqn="prod @2 1 2"> <v:f eqn="prod @3 21600 pixelWidth"> <v:f eqn="prod @3 21600 pixelHeight"> <v:f eqn="sum @0 0 1"> <v:f eqn="prod @6 1 2"> <v:f eqn="prod @7 21600 pixelWidth"> <v:f eqn="sum @8 21600 0"> <v:f eqn="prod @7 21600 pixelHeight"> <v:f eqn="sum @10 21600 0"> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"> <o:lock aspectratio="t" v:ext="edit"> </o:lock></v:path></v:stroke></v:shapetype><span lang="ES" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><v:stroke joinstyle="miter"> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"> <v:f eqn="sum @0 1 0"> <v:f eqn="sum 0 0 @1"> <v:f eqn="prod @2 1 2"> <v:f eqn="prod @3 21600 pixelWidth"> <v:f eqn="prod @3 21600 pixelHeight"> <v:f eqn="sum @0 0 1"> <v:f eqn="prod @6 1 2"> <v:f eqn="prod @7 21600 pixelWidth"> <v:f eqn="sum @8 21600 0"> <v:f eqn="prod @7 21600 pixelHeight"> <v:f eqn="sum @10 21600 0"> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"> </v:path></v:stroke></v:shapetype></span></span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQaZbXq9pjngDfJ1QQfaZCYx30D2gSLeYyoRUPzd7QAIBcF0CtaIpULHI3GzLjnny9VvQcYRdtaCtLSJjIEk12t2EIxTIi38maIWv8wO1UamJtoVxq4i1Gc877I8obV0IJvRhbF5MgmNM/s1600/informe.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQaZbXq9pjngDfJ1QQfaZCYx30D2gSLeYyoRUPzd7QAIBcF0CtaIpULHI3GzLjnny9VvQcYRdtaCtLSJjIEk12t2EIxTIi38maIWv8wO1UamJtoVxq4i1Gc877I8obV0IJvRhbF5MgmNM/s1600/informe.jpg" /></a></div>luis ochoahttp://www.blogger.com/profile/06206185223994252787noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-72606511830591675912011-06-20T10:13:00.000-07:002011-06-20T10:25:53.798-07:00Usos, efectos positivos y negativos, y extracción del vanadio en la industria del petróleo.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxMsG38pZuhE2m8lLOXDZKOn0IwwLDomtVedMMgM87v-HeKvhJF4EjmKzUEBucZ_PLhsImm5F3Ee7DxKCN2rz6wo8NeDa2ysc5TYaXRx8uYTPp5RdKgH6wScrZ4vTtIlqF0ZI2d8AWnT8/s1600/imagesCA5WEYKL.jpg"><img style="MARGIN: 0px 0px 10px 10px; WIDTH: 192px; FLOAT: right; HEIGHT: 262px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5620353896664772274" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxMsG38pZuhE2m8lLOXDZKOn0IwwLDomtVedMMgM87v-HeKvhJF4EjmKzUEBucZ_PLhsImm5F3Ee7DxKCN2rz6wo8NeDa2ysc5TYaXRx8uYTPp5RdKgH6wScrZ4vTtIlqF0ZI2d8AWnT8/s320/imagesCA5WEYKL.jpg" /></a><br /><br /><div>El vanadio se produce de forma natural en los yacimientos de petróleo crudo, en algunas ocasiones en concentraciones tan altas. Además de todos los problemas que el vanadio causa durante el refinado del petróleo ya que es un veneno catalizador. El vanadio en los productos refinados inicia la corrosión en los motores y calderas. Por otro lado el Aceite quemado produce vanadio atmosférico, lo que eventualmente se deposita en las plantas ya que absorben dicho vanadio atmosférico. Dichas plantas como el trigo, el rábano, el perejil, y el eneldo, están a la disposición para el consumo humano. A pesar de que el vanadio podría no ser esencial en la dieta humana, puede ser útil en pequeñas cantidades. Un exceso es decididamente perjudicial y en ocasiones mortífero.<br /><br />A pesar de que el vanadio se ha recuperado de la ceniza como resultado de la quema de aceites, también se ha extraído de los aceites procesados y crudo. La influencia de hierro en la extracción alcalina de vanadio ha sido investigado utilizando espectroscopia Mössbauer. El rendimiento de extracción se ve influenciada por factores tales como las dimensiones y la morfología de las partículas y la oclusión de vanadio en resistente a los álcalis partículas (tanto en relación con las condiciones de cocción), junto con la presencia de vanadio en el estado tetravalente. La Formación de vanadatos de hierro como un factor limitante de la solubilidad de vanadio en la lixiviación alcalina no es apoyada por la evidencia experimental.<br /><br />El Vanadio ya sea extraído de minerales o petróleo, ofrece muchas aplicaciones valiosas, incluyendo el uso de catalizadores de especialidad para la fabricación de ácido sulfúrico y como ingrediente en el fortalecimiento de la aleación de acero. También se puede combinar con titanio y aluminio en la fabricación de motores a reacción. Gracias a su durabilidad y resistencia, el vanadio también se utiliza para producir piezas de automóviles, tales como los pistones y las bielas. .<br /><br /><br /><br /></div>wilber torres reynosohttp://www.blogger.com/profile/08103763902813614859noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-21446420239225692172011-06-20T09:43:00.001-07:002011-06-20T10:22:08.160-07:00VANADIO EN CENIZAS VOLANTES DE FUEL OIL<div><br /><div><a href="http://www.unizar.es/lci/lineas/imagenes/formacion_particulas/fotoh6.jpg"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 237px; FLOAT: left; HEIGHT: 231px; CURSOR: hand" border="0" alt="" src="http://www.unizar.es/lci/lineas/imagenes/formacion_particulas/fotoh6.jpg" /></a> Las <a href="http://es.wikipedia.org/wiki/Cenizas_volantes">cenizas volantes </a>(fly ash), son difíciles de manejar y transportar debido a su pequeño tamaño de partícula, a su baja densidad, y a la posibilidad de que pueda producirse una combustión espontánea. Estas cenizas volantes son consideradas desecho peligroso debido a su potencial de <a href="http://es.wikipedia.org/wiki/Lixiviacion">lixiviación</a> y pre-colación y existen normas reguladoras de la calidad del aire y control de la contaminación atmosférica que impidan el escape de las cenizas a la atmósfera.<br />Los metales pesados como el Vanadio (V) y el Níquel (Ni) son de gran importancia en el campo de la manufactura de aceros aleados, catalizadores, tintes y colorantes, medicina y en la química analítica. La recuperación de V y Ni a partir de las cenizas provenientes de la combustión del <a href="http://es.wikipedia.org/wiki/Fuel_oil">fuel oil </a>brindaría utilidad a un desecho industrial con posible rentabilidad, y disminuiría la posibilidad de contaminación que podría originar su acumulación.<br /><br />Se puede evaluar a escala de laboratorio las posibilidades de pre-concentración de V y Ni en vista a su probable recuperación a partir de las cenizas volantes producidas en la combustión del <a href="http://members.tripod.com/matt_87/FuelOil.jpg">fuel oil </a>en una <a href="http://es.wikipedia.org/wiki/Central_termoel%C3%A9ctrica">planta termoeléctrica</a>, mediante la concentración de dichos metales por combustión controlada a diferentes temperaturas, tiempos y masa de cenizas, utilizando muestras con diferentes tamaños de partículas.<br /><br /><div><br /><a href="http://mfsuarez.blogspot.es/img/CENTRAL.JPG"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 562px; FLOAT: left; HEIGHT: 348px; CURSOR: hand" border="0" alt="" src="http://mfsuarez.blogspot.es/img/CENTRAL.JPG" /></a><br /></div><br /><br /><br /><br /><br /><div></div><br /><br /><br /><br /><br /><div></div><br /><br /><br /><br /><br /><div></div><br /><br /><br /><br /><div>De los elementos analiza dos en las cenizas volantes se verificó como los metales vanadio y níquel representan componentes trazas, pero en concentraciones relativamente elevadas, debido a la compo sición del fuel oil proveniente de crudos que poseen un alto contenido de metales.<br />El <a href="http://es.wikipedia.org/wiki/Granulometria">análisis granulométrico </a>indica que la mayor cantidad retenida está presente en los tamices menores de 160µm, por lo que este residuo debe ser cuidadosamente manejado para evitar la contaminación de la atmósfera.<br />El contenido de V y Ni en las cenizas volantes aumenta con la disminución del tamaño de las cenizas.<br /><br />La granulometría de las cenizas juega un papel deter minante en las pérdidas de masa por combustión; a menor granulometría las pérdidas de masa son menores bajo las mismas condiciones operacionales.<br />Desde el punto de vista del enriquecimiento, la combustión controlada de las cenizas de granulometría entre 96 y 74µm no favorece la concentración de V, en comparación al factor de enriquecimiento del 88% por separación granulométrica.<br />Las variables de tiempo y temperatura de combustión sobre la concentración de V y Ni en las cenizas inciden de manera significativa cuanto mayor es el tamaño de la granulometría de las cenizas.<br /><br />La concentración de V a cualquier temperatura y a la correspondiente granulometría obedece a una relación cuadrática con el tiempo de combustión, y la velocidad de enriquecimiento puede expresarse por el modelo de potencia referida a la concentración del metal.<br />Las plantas termoeléctricas que utilizan fuel oil como combustible generan altas cantidades de residuos sólidos, oil fly ash, con concentraciones de V alrededor de 210ppm y de Ni de 27ppm.<br /><br />La aplicación de combustión controlada al oil fly ash es un proceso de preconcentración que permite elevar los niveles de V y Ni en las cenizas, para su poste rior separación por lixiviación ácida o básica. En efecto, para la muestra original de cenizas se incrementa la concentración de V desde 210ppm hasta 334ppm, equivalente a un enriquecimiento del 59% para las condiciones de combustión de 500ºC y 2h.<br /></div><br /><div><a href="http://members.tripod.com/matt_87/FuelOil.jpg"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 221px; FLOAT: left; HEIGHT: 291px; CURSOR: hand" border="0" alt="" src="http://members.tripod.com/matt_87/FuelOil.jpg" /></a></div></div></div>Roque Matienzo Aguilarhttp://www.blogger.com/profile/17415507055814357188noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-12885056163437726602011-06-20T09:33:00.000-07:002011-06-20T10:20:46.780-07:00VANADIO A PARTIR DE LOS RESIDUOS DE COMBUSTION DE COQUE DE PETROLEO<div align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLoDTJNBFDP6n0iKK97s45w4mTs4TjexquyX_eoYBvCVoMz2fqyMap5MPn67SCsSuWc0exJC-ziA615xVQtvAX6fub4mVgk2fvpdu1lXT0C25d7gLCMTIn05Snw1kBm3PC0DnxOcPGsGE/s1600/faja+del+orinoco.jpg"><img style="WIDTH: 263px; HEIGHT: 192px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5620346818818325394" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLoDTJNBFDP6n0iKK97s45w4mTs4TjexquyX_eoYBvCVoMz2fqyMap5MPn67SCsSuWc0exJC-ziA615xVQtvAX6fub4mVgk2fvpdu1lXT0C25d7gLCMTIn05Snw1kBm3PC0DnxOcPGsGE/s320/faja+del+orinoco.jpg" /></a><br />faja petrolifera del orinoco<br /><br /><br />Las cenizas (fly ash) obtenidas del coque de petroleo son una fuente importante de vanadio. El vanadio se concentra en el coque hecho con los residuos de refinacion de crudos. Al quemarse, se producen cenizas muy ricas en vanadio, estas cenizas se lixivian con acido sulfurico produciendose el licor de lixiviacion que contiene los cationes de interes . Por ejemplo se usan cenizas provenientes de la faja bituminosa del orinoco (faja petrolifera del orinoco) cuyo analisis es V 18,13% Ni 5,91% Fe 0,93% Mg 0,13%y luego de la lixiviacion se obtiene un licor de color azul cuya composicion promedio es V 5, 78 Ni 2, 89 en miligramos por centimetro cubico de licro de lixiviacion que constituye la materia prima para la obtencion de metales como el vanadio.<br /><strong>METODO DE EXTRACCION :</strong><br />Como se indico se usan las aguas madres provenientes de la lixiviacion con acido sulfurico de los residuos en la faja petrolifera del orinoco y se usan tres de metodos de precipitacion para obtener vanadio :<br /><br /><br /><br /></div><br /><ol><br /><br /><li>Se añade NaClO4 al licor de lixiviacion , el vanadio se oxida y la precipitacionse realiza a 90 grados centigrados , obteniendose cristales celestes .</li><br /><br /><li>Se calienta hasta 90 grados y se agrega NH4OH HASTA pH 2 para precipitar el vanadio obteniedose cristales transparentes . </li></ol><br /><p>Estas experiencias producen precipitados con carectericticas muy particulares que dependen asu vez del pH DEL licro de lixiviacion .</p><br /><br /><br /><br /><br /><br /><br /><div align="center"></div><br /><br /><br /><br /><br /><br /><div align="center"></div>Daniel Ocampohttp://www.blogger.com/profile/12001688034749110014noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-24708207702903574482011-06-20T08:56:00.000-07:002011-06-20T09:49:32.470-07:00APLICACIONES EN PETROLEO Y DERIVADOS<div>la concentración de vanadio en el crudo de petroleo debe ser menos de PPM, de lo contrario puede envenenar en la refinación del petroleo.</div><div><span class="Apple-style-span" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 15px; "><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><code>LA MAYORÍA</code> de los procesos en catálisis utilizan catalizadores sólidos. Estos sólidos, de composición altamente compleja (en ocasiones llegan a tener 10 o más elementos en su fórmula), pueden ser sin embargo descritos en forma de tres componentes elementales: la fase activa, el soporte y el promotor.<a name="ID2191"></a></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">La <i>fase activa</i>, como su nombre lo indica, es la directamente responsable de la actividad catalítica. Esta fase activa puede ser una sola fase química o un conjunto de ellas, sin embargo, se caracteriza porque ella sola puede llevar a cabo la reacción en las condiciones establecidas. Sin embargo, esta fase activa puede tener un costo muy elevado, como en el caso de los metales nobles (platino, paladio, rodio, etc.) o puede ser muy sensible a la temperatura (caso de los sulfuros de molibdeno y cobalto), por lo cual se requiere de un <i>soporte</i> para dispersarla, estabilizarla y proporcionarle buenas propiedades mecánicas.<a name="ID2202"></a></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">El <i>soporte</i> es la matriz sobre la cual se deposita la fase activa y el que permite optimizar sus propiedades catalíticas. Este soporte puede ser poroso y por lo tanto presentar un área superficial por gramo elevada (ver tabla 5).<a name="ID2209"></a> <br /><br /></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "></p><p class="pie" style="font-size: 9pt; text-align: center; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; font-style: normal; font-weight: bold; line-height: 16px; ">TABLA 5</p><table class="texto" width="655" border="0" cellspacing="0" cellpadding="0" height="24" style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><tbody><tr><td width="655"><hr noshade=""></td></tr></tbody></table><p></p><center><table class="texto" width="664" size="75%" border="0" cellspacing="0" cellpadding="0" style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><tbody><tr><td rowspan="6" width="220">Área superficial baja ( <img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70a.gif" width="16" height="15" align="absmiddle" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " />10m<span ><sup>2</sup></span>/gr)</td><td rowspan="6" width="84"><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70e.gif" width="24" height="192" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td colspan="3" rowspan="4"> </td></tr><tr></tr><tr></tr><tr></tr><tr><td width="147">no porosos<p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td width="65"><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70c.gif" width="24" height="88" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td width="176">vidrio <span >a</span> - Al<span ><sub>2</sub></span>O<span ><sub>3</sub></span> SiC<p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td></tr><tr><td width="147">porosos<p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td width="65"><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70c.gif" width="24" height="88" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td width="176"><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">kieselguhr</p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">piedra pómez </p></td></tr><tr><td rowspan="2" width="220"><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">Gran área superficial</p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">( <img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70b.gif" width="16" height="15" align="absmiddle" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " />10m<span ><sup>2</sup></span> / gr )</p></td><td rowspan="2"><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70e.gif" width="24" height="192" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td width="147">no porosos<p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70d.gif" width="36" height="153" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /></td><td width="176">SiO<span ><sub>2</sub></span> - AL<span ><sub>2</sub></span>O<span ><sub>2</sub></span> carbón TiO<span ><sub>2</sub></span> ZnO<p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td></tr><tr><td width="147">porosos ( <img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70a.gif" width="16" height="15" align="absmiddle" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " />0.2 cm<span ><sup>1</sup></span> /gr)<p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/59_70d.gif" width="36" height="153" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td><td width="176"><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">arcillas naturales</p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">Al<span ><sub>2</sub></span> O<span ><sub>3</sub></span> MgO SiO<span ><sub>2</sub></span></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td></tr></tbody></table><table class="texto" width="673" border="0" cellspacing="0" cellpadding="0" height="24" style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><tbody><tr><td width="673"><hr noshade=""></td></tr></tbody></table><br /><br /><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">Esto es importante si la reacción química es suficientemente lenta; el soporte también debe tener resistencia mecánica elevada si se usan flujos muy rápidos, o tener resistencia térmica si la reacción es llevada a cabo en altas temperaturas. En algunos casos como en la <i>reformación de gasolinas</i> el soporte actúa también como una fase activa la cual sumada a la del platino permite el proceso completo de deshidroci-clización (transformación de moléculas lineales de bajo octanaje como el hexano o el heptano en moléculas cíclicas aromáticas como el benceno o el tolueno).<a name="ID2228"></a></p></center><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">La forma física de este soporte también está definida por las condiciones de reacción (diseño del reactor) y puede ser en forma de esferas, palitos, anillos, mallas, hojuelas e inclusive monolitos en forma de panal (Figura 15).<a name="ID2231"></a></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">Los soportes pueden ser amorfos (SiO<span ><sub>2</sub></span>, carbón), o cristalinos, como las zeolitas o la alúmina.<a name="ID2234"></a></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">Algunos de los soportes más utilizados son:<a name="ID2237"></a> <br /><br /></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><a name="ID2240"></a></p><table class="texto" width="247" border="0" cellspacing="0" cellpadding="0" align="center" style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><tbody><tr><td><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">alúminas</p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">sílicas</p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">carbón</p></td><td><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">zeolitas</p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">sílice-alúminas</p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p></td></tr></tbody></table><br /><br /><p></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; ">El <i>promotor</i> es aquella substancia que incorporada a la fase activa o al soporte en pequeñas proporciones, permite mejorar las características de un catalizador en cualquiera de sus funciones de actividad, selectividad o estabilidad. Se conocen dos tipos de promotores: <i>texturales</i> los que contribuyen a dar mayor estabilidad a la fase activa, y<i>electrónicos</i>, los que aumentan la actividad. Los casos más conocidos como promotores son el potasio (electrónico) y la alúmina (textural) en el catalizador de hierro para la síntesis del amoniaco.<a name="ID2261"></a> <a name="ID2268"></a><br /><br /></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><b><span >a)</span></b></p><p class="pie" style="font-size: 9pt; text-align: center; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; font-style: normal; font-weight: bold; line-height: 16px; "><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/f15ap72.jpg" width="328" height="250" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /></p><p align="left" style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "><span >b)</span></p><p style="font-size: 11pt; text-align: justify; margin-right: 30px; margin-left: 30px; margin-top: 15px; margin-bottom: 15px; "> </p><b><img src="http://bibliotecadigital.ilce.edu.mx/sites/ciencia/volumen2/ciencia3/059/imgs/f15bp72.jpg" width="373" height="226" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; " /></b><br /></span></div><div><a href="http://www.youtube.com/watch?v=t6dwQVTvtMU&feature=related">http://www.youtube.com/watch?v=t6dwQVTvtMU&feature=related</a></div><div><a href="http://www.youtube.com/watch?v=Bl6AsHMi3Ek&feature=related">http://www.youtube.com/watch?v=Bl6AsHMi3Ek&feature=related</a></div><div><a href="http://eprints.uanl.mx/419/1/recuperacion.pdf">http://eprints.uanl.mx/419/1/recuperacion.pdf</a></div><div><a href="http://www.crecec.com/index.php?option=com_content&view=article&id=81&Itemid=376&lang=es">http://www.crecec.com/index.php?option=com_content&view=article&id=81&Itemid=376&lang=es</a></div>yuri omonte chavezhttp://www.blogger.com/profile/11653095551520786372noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-49483848386977938492011-06-19T17:22:00.000-07:002011-06-19T22:15:52.145-07:00Catalizadores de vanadio para la obtención de propileno a partir del propano<div><div><div><div align="justify">La demanda de olefinas y productos derivados del petróleo crece hasta tal punto que los métodos tradicionales de obtención de olefinas ligeras(craqueo catalítico en refinerias) prácticamente resultan insuficientes, lo que ha promovido el interés por otras vías industriales como la deshidrogenación catalítica selectiva(DCS) cuyo proceso está orientado casi exclusivamente a la obtención de <a href="http://es.wikipedia.org/wiki/Propileno">propileno</a>.</div><div align="justify">Por otra parte, su elevado poder calórico justifica su empleo como combustible en refinería; sin embargo el valor de este producto para la industria petroquímica es tan alto que no es negociable su utilización para otro destino.<img style="margin: 0px auto 10px; width: 320px; height: 177px; text-align: center; display: block; cursor: pointer;" id="BLOGGER_PHOTO_ID_5620113731818076354" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNqDSRX4pgIw8_8DcK6PUCIkas5nzU-UL3ljTkXwST8xddPkGGtTm-M3Q9TOFWmFU1Y4GeD0k1-FrXgbLStG5JFG17gb26copdti8Kk22XA1S_AAx0a54jU9hlZvd-kBhY8a13DNhthGs/s320/Productos+derivados+del+propileno+en+la+industria+petroqu%25C3%25ADmica.png" /></div><div align="justify"> </div><div align="justify">Los <a href="http://www.youtube.com/watch?v=F3LaeegJIJI">catalizadores</a> de oxidos de vanadio a utilizarse en este proceso, se preparan depositando la fase del óxido metálico sobre un soporte de área superficial(como Al2O3, MgO, etc).</div><div align="justify">Se ha propuesto que los principales factores que controlan la actividad y selectividad de los óxidos metálicos soportados son: las estructuras moleculares, los estados de oxidación, y la estabilidad de la fase superficial del óxido metálico, y la interacción óxido metálico-soporte.</div><div align="justify"> </div><div align="justify"> </div><div align="justify"> <img style="margin: 0px auto 10px; width: 320px; height: 169px; text-align: center; display: block; cursor: pointer;" id="BLOGGER_PHOTO_ID_5620161397415619138" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUQbV0niy62Uh-VDLuRXmtUv41T2xoXUS3E-tAtnrtaad5Oc3uxPXlH-GCR4bqhrKtOzZ0OGmgvFAvnrY7Svzqzsv-eaVQVx84m599CUH7SriikRAVF89LpamlCq3ODVZ5gyFGOUlAcw4/s320/Esquema+de+un+catalizador+de+vanadio.png" /></div><div align="justify"> Los catalizadores soportados en oxido de vanadio se han empleado extensamente para la deshidrogenación oxidativa del propano, se ha observado que que los oxidos de vanadio soportados en Al2O3 se encuentran recubiertos de una capa de vanadato.</div><div align="justify">Se han provado catalizadores de alumina(Al2O3) provado en otros oxidos como los de Cr, Mn, Zr y Ba para la reaccion ODH de propano y se ha observado que los productos principales son: C3H6, C2H4, CO, CO2, pero donde la conversión máxima se produce es con el vanadio(66.1%).</div><div align="justify">El orden de los catalizadores, respecto al porcentaje de selectividad del propileno es la siguiente(a 723K):</div><div align="justify"> </div><div align="justify">V(66.1%), Cr(54.1%), Zr(37.3%), Mn(34.5%),Ba(14.1%).</div><div align="justify"> </div><div align="justify"> </div><div align="justify"> </div><div align="justify"><font color="#000099">Publicado por: Alexander Seminario</font></div><div align="justify"> </div><div align="justify"> </div><div align="justify"> </div><div align="justify"> </div></div></div></div>Alexander Seminariohttp://www.blogger.com/profile/04586924677720388157noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-87775654651380059282011-06-19T12:34:00.000-07:002011-06-19T13:06:56.711-07:00Deshidrogenación oxidativa de parafinas sobre óxidos de vanadio soportados<a href="http://upload.wikimedia.org/wikipedia/commons/thumb/1/1e/Oil_platform_Norway_new.jpg/260px-Oil_platform_Norway_new.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 260px; height: 357px;" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/1e/Oil_platform_Norway_new.jpg/260px-Oil_platform_Norway_new.jpg" border="0" alt="" /></a><br /><div>El fuerte aumento en la demanda de <a href="http://es.wikipedia.org/wiki/Olefina">olefinas básicas</a> ha renovado el interés por su </div><div>obtención a partir de<a href="http://es.wikipedia.org/wiki/Parafina"><span class="Apple-style-span"> </span>parafinas</a> livianas presentes en el gas natural. A escala comercial se </div><div>producen por <a href="http://es.wikipedia.org/wiki/Craqueo">craqueo con vapor o deshidrogenación directa.</a> Un método alternativo es la </div><div>deshidrogenación oxidativa, que presenta una serie de ventajas desde el punto de vista </div><div>ingenieril y económico. </div><div>La <a href="http://www.plantasquimicas.com/Procesunit/Dehydrogenation.htm">deshidrogenación oxidativa</a> de alcanos es una reacción que presenta restricciones. </div><div>Una de ellas es que los alcanos son mucho menos reactivos que los productos deseados, </div><div><a href="http://es.wikipedia.org/wiki/Alqueno">alquenos</a> y <a href="http://es.wikipedia.org/wiki/Dieno">dienos</a>. Como consecuencia, las altas temperaturas requeridas para activarlos </div><div>provocan que los productos también reaccionen con oxígeno, para formar productos no </div><div>deseados de combustión. </div><div>Un catalizador adecuado para este tipo de reacciones, debe proveer una fuente </div><div>controlada de oxígeno que logre activar a los alcanos a bajas temperaturas, a las cuales </div><div>los productos no se degraden tan rápidamente.Estudios previos han demostrado que puede existir una correlación entre la selectividad y las modificaciones en la coordinación y el entorno de las especies vanadio formadas en cada sistema. Las propiedades ácido-base del soporte y del catalizador también han sido relacionadas con el comportamiento catalítico observado en estas </div><div>reacciones. </div><div>Debido a sus propiedades rédox, los óxidos de vanadio soportados han sido extensivamente estudiados como catalizadores en la oxidación selectiva de hidrocarburos, en importantes reacciones industriales como la obtención de anhídrido ftálico a partir de o-xileno, butadieno anhídrido maleico a partir de n-butano, estireno a partir de etilbenceno,entre otras.</div><div><br /></div><div><span class="Apple-style-span" style="color: rgb(51, 51, 51); font-size: 13px; line-height: 19px; "><b>Para mas información:</b></span></div><div><a href="http://www.e-petroquimica.com.ar/trabajos/deshidrogenacion.pdf">http://www.e-petroquimica.com.ar/trabajos/deshidrogenacion.pdf</a></div><div><a href="http://www.plantasquimicas.com/Procesunit/Dehydrogenation.htm">http://www.plantasquimicas.com/Procesunit/Dehydrogenation.htm</a></div><div><br /></div>diego meiggshttp://www.blogger.com/profile/03262690732096157055noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-49722347423153322672011-06-19T12:24:00.000-07:002011-06-19T13:16:59.734-07:00Pasivación del vanadio en un proceso de craqueo catalítico de hidrocarburosMetales como vanadio, níquel y hierro que están presentes en materias primas de hidrocarburos, se sabe que tienen efectos perjudiciales sobre el rendimiento de un catalizador de craqueo utilizado para actuar en la materia prima de hidrocarburos. Los esfuerzos realizados para mitigar estos efectos perjudiciales por pasivado de estos metales han propuesto para esta pasivación óxidos de antimonio, compuestos de calcio y titanio, estaño como aditivos.<div>Inicialmente los efectos adversos fueron evitados o controlados mediante las materias primas de ebullición por debajo de 1050ºF y la concentración total de metal por debajo de 1 ppm. La carga de materias primas mas pesada aumentaron las concentraciones de metales, aditivos como el antimonio, estaño, bario, manganeso y bismuto han sido empleados para mitigar los efectos tóxicos de los contaminantes de níquel-metal, el vanadio y el hierro contenido en las materias primas del proceso de craqueo catalítico.</div><div>La invención se relaciona con el uso de una composición de catalizador que comprende una actividad catalítica zeolita aluminosilicato cristalinas dispersas dentro de una matriz que contiene un aditivo que contiene calcio para neutralizar vanadio depositado en el catalizador durante la reacción de conversión.</div><div>El componente aditivo de calcio en el catalizador se selecciona del grupo de los multi-metalicos de calcio-titanio y oxido de circonio con calcio como: CaTiO7, Ca4Ti3O10, CaTiO3, CaTi2O5, CaTi4O9, CaTi2O4, CaZrTi2O2, CaZrO3, CaZr4O9.</div><div>El aditivo de calcio es un compuesto discreto del catalizador que actúa como un sumidero de vanadio durante su uso en la unidad de craqueo y por lo tanto protege a la componente de zeolita activo, previene la interacción vanadio con la zeolita mediante estos calcio pasivantes, como resultado el vanadio es privado de su movilidad y la zeolita esta protegida de los ataques y el eventual colapso.</div><div>La función del titanio y el circonio es para evitar cualquier interacción entre el calcio y la zeolita que pueden dañar el rendimiento de cracking en el catalizador.</div>jose cuevahttp://www.blogger.com/profile/14766364661484641407noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-8435047418882479732011-06-19T00:31:00.000-07:002011-06-19T00:56:33.028-07:00Recuperación del vanadio y molibdeno de catalizadores gastados en la industria petroquímica<p style="LINE-HEIGHT: normal; MARGIN: 0cm 0cm 0pt; mso-layout-grid-align: none" class="MsoNormal" align="justify"><span style="font-family:arial;"><span style="font-size:85%;"><span style="color:#292526;">El vanadio y el molibdeno son recuperados a </span><span style="color:#292526;">partir de <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYX7d0Q09Qnn2h0v-vVfd1tr27mGahvhSik4wGz3hhIbbP6O9rMH5I-wEQBFavLCVuy3NGm6AbTCuoUmvPs6kWKrUpG9QD18OBU24zk7KL4oOBZZTFUIEvN2yldnLeS1raYMdJyRUysHY1/s1600/vanadio.jpg"><img style="MARGIN: 0px 0px 10px 10px; WIDTH: 315px; FLOAT: right; HEIGHT: 217px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5619835119485647170" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYX7d0Q09Qnn2h0v-vVfd1tr27mGahvhSik4wGz3hhIbbP6O9rMH5I-wEQBFavLCVuy3NGm6AbTCuoUmvPs6kWKrUpG9QD18OBU24zk7KL4oOBZZTFUIEvN2yldnLeS1raYMdJyRUysHY1/s400/vanadio.jpg" /></a>catalizadores gastados de la industria petroquímica </span><span style="color:#292526;">en las formas de vanadato y molibdato </span><span style="color:#292526;">de sodio por lixiviación con soluciones acuosas de </span><span style="color:#292526;">NH3 o NaOH después de un tratamiento preliminar </span><span style="color:#292526;">del catalizador con CS2 o solventes orgánicos.</span></span></span><br /></p><br /><br /><br /><p style="LINE-HEIGHT: normal; MARGIN: 0cm 0cm 0pt; mso-layout-grid-align: none" class="MsoNormal" align="justify"><span style="font-family:arial;"><span style="font-size:85%;"><span style="color:#292526;">El uso de solventes reciclados permite recuperar el </span><span style="color:#292526;">azufre y minimizar la contaminación atmosférica </span><span style="color:#292526;">debida a las cantidades considerables de gas SO2 </span><span style="color:#292526;">que se emiten. La caracterización de los productos </span><span style="color:#292526;">obtenidos en cada una de las etapas de extracción </span><span style="color:#292526;">y recuperación de los productos finales se llevó a </span><span style="color:#292526;">cabo por las técnicas de difracción de rayos X por el </span><span style="color:#292526;">método de polvos, absorción atómica y análisis termogravimétrico, </span><span style="color:#292526;">simplificando así la ruta crítica de </span><span style="color:#292526;">su extracción.<?xml:namespace prefix = o ns = "urn:schemas-microsoft-com:office:office" /><o:p></o:p></span></span></span></p><br /><br /><br /><p style="LINE-HEIGHT: normal; MARGIN: 0cm 0cm 0pt; mso-layout-grid-align: none" class="MsoNormal" align="justify"><span style="font-family:arial;"><span style="font-size:85%;"><span style="color:#292526;">Diferentes concentraciones de las soluciones de </span><span style="color:#292526;">NH3 y NaOH y dierentes condiciones de operación </span><span style="color:#292526;">fueron investigadas. Estos metales se extrajeron selectivamente </span><span style="color:#292526;">por diferentes técnicas empleadas. Los </span><span style="color:#292526;">resultados muestran que con un simple tratamiento </span><span style="color:#292526;">del catalizador con el hidróxido de sodio y el hidróxido </span><span style="color:#292526;">de amonio, que son agentes alcalinos relativamente </span><span style="color:#292526;">comunes y de bajo costo, se pueden recuperar </span><span style="color:#292526;">dos de los metales contenidos en mayor </span><span style="color:#292526;">proporción en el catalizador, que son el vanadio en </span><span style="color:#292526;">un 98% y el molibdeno en un 92% respectivamente </span><span style="color:#292526;">en forma de sales, permitiendo así su posterior </span><span style="color:#292526;">reutilización. </span></span></span></p><br /><br /><br /><p style="LINE-HEIGHT: normal; MARGIN: 0cm 0cm 0pt; mso-layout-grid-align: none" class="MsoNormal" align="justify"><span style="font-family:arial;"><span style="font-size:85%;"><span style="color:#292526;">El método de recuperación presentado </span><span style="color:#292526;">en este trabajo resulta ser una buena alternativa </span><span style="color:#292526;">para la Industria Petroquímica por ser efectivo y a </span><span style="color:#292526;">la vez factible, gracias precisamente a la reutilización </span><span style="color:#292526;">de estos metales, la cual representa una gran ventaja </span><span style="LINE-HEIGHT: 115%;color:#292526;" >económica competitiva a nivel comercial.</span></span></span></p><br /><br /><span style="LINE-HEIGHT: 115%;font-family:arial;font-size:85%;color:#292526;" >Fuentes:</span><span style="LINE-HEIGHT: 115%;font-family:'Arial', 'sans-serif';font-size:10;color:#292526;" ><br /><br /></span><span style="LINE-HEIGHT: 115%;font-family:'Arial', 'sans-serif';font-size:10;color:#292526;" ><br /><p style="MARGIN: 0cm 0cm 10pt" class="MsoNormal"><span style="font-family:arial;font-size:85%;color:#000000;"><a href="http://eprints.uanl.mx/419/1/recuperacion.pdf">http://eprints.uanl.mx/419/1/recuperacion.pdf</a></span><br /></p><br /><p style="MARGIN: 0cm 0cm 10pt" class="MsoNormal" align="center"><span style="font-size:100%;"><strong><span style="font-family:arial;color:#000000;">Informe interesante acerca del tema:</span> </strong></span><br /></p><br /><p style="LINE-HEIGHT: normal; MARGIN: 0cm 0cm 10pt 1.35pt; BACKGROUND: #ebeff9; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; mso-outline-level: 1" class="MsoNormal"><b><span style="FONT-FAMILY: 'Arial', 'sans-serif'; mso-font-kerning: 18.0pt; mso-ansi-language: EN-US; mso-fareast-: ES-MXfont-family:arial;font-size:85%;color:black;" lang="EN-US" >Catalysts in petroleum refining and petrochemical industries</span></b><span style="FONT-FAMILY: 'Arial', 'sans-serif'; mso-font-kerning: 18.0pt; mso-ansi-language: EN-US; mso-fareast-: ES-MXfont-family:'Times New Roman';font-size:13;color:black;" lang="EN-US" ><o:p><br /></p><br /><p style="MARGIN: 0cm 0cm 10pt" class="MsoNormal"><a href="http://books.google.com/books?id=X_iNvoFj4pYC&pg=PA27&dq=vanadium+catalyst+petrochemical&hl=es&ei=E6H9TeyTGImn0AHx3ZGQAw&sa=X&oi=book_result&ct=book-preview-link&resnum=1&ved=0CDAQuwUwAA#v=onepage&q=vanadium%20catalyst%20petrochemical&f=false"><span style="font-family:arial;font-size:85%;color:#0000ff;">http://books.google.com/books?id=X_iNvoFj4pYC&pg=PA27&dq=vanadium+catalyst+petrochemical&hl=es&ei=E6H9TeyTGImn0AHx3ZGQAw&sa=X&oi=book_result&ct=book-preview-link&resnum=1&ved=0CDAQuwUwAA#v=onepage&q=vanadium%20catalyst%20petrochemical&f=false</span></a><br /></p><br /><p style="MARGIN: 0cm 0cm 10pt" class="MsoNormal"><span style="font-family:arial;font-size:85%;">Para leer el artículo se debe tener conceptos básicos de refinación de petróleo:</span><br /></p><br /><p style="MARGIN: 0cm 0cm 10pt" class="MsoNormal"><a href="http://www.youtube.com/watch?v=jk0WrtA8_T8&playnext=1&list=PLA8A458F4BD5DBE38">http://www.youtube.com/watch?v=jk0WrtA8_T8&playnext=1&list=PLA8A458F4BD5DBE38</a></p></o:p></span></span>Carolina de la Cruzhttp://www.blogger.com/profile/17151954826914647878noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-39451854403552425862011-06-17T17:23:00.000-07:002011-06-17T18:08:15.243-07:00Precipitación del vanadio a partir de los residuos de combustión de coque del petróleo.<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_BBXQkwMxs3M8_1FnYjgFEfIwS6wDRAI4k_4ofukRNiuWoS_XK56OuAHTacI8tac5aa5CFGCY-ArP53CuSZLPjbrdrzJDDIQ3pKNWtfn8S5b18NuBmuTqgbf6FRufbJBBKv5iERUb-BA/s1600/petroleo.jpg"><img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 280px; height: 175px;" 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</xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <p class="MsoNormal" style="text-align: justify;">En la combustión del coque de petróleo se obtienen cenizas que <span style=""> </span>son una de las fuentes más importantes de<span style=""> </span>vanadio. El coque de petróleo es el residuo de la refinación de crudos. Cuando el crudo es rico en vanadio, estos residuos concentran el vanadio, produciéndose así cenizas ricas en este elemento. El tratamiento de las cenizas consiste en <span style="">lixiviarlas con H<span style="font-size:78%;">2</span>SO<span style="font-size:78%;">4</span></span> y luego, el vanadio se separa del licor de <span style="">lixiviación por oxidacion del vanadio al estado pentavalente</span><span style="">.En donde </span>la <span style="">lixiviación es</span> un proceso en el que un disolvente líquido se pone en contacto con un sólido pulverizado para que se produzca la disolución de uno de los componentes del sólido.</p> <p class="MsoNormal" style="text-align: justify;">Para la precipitación del vanadio se usan aguas madres provenientes de la lixiviación con H<span style="font-size:78%;">2</span>SO<span style="font-size:78%;">4</span> <span style="line-height: 115%;font-family:";font-size:11pt;" ></span><span style=""><span style=""> </span>de los residuos de la combustión de coque de petróleo proveniente de la faja del Orinoco.</span></p> <p class="MsoNormal" style="text-align: 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style=""></span></span><span style=";font-family:";font-size:11pt;" ></span><span style=";font-family:";font-size:11pt;" ><span style=""></span></span><span style=""> cubicos </span>de licor de lixiviación; 3,1 <span style="">mg de Ni por c</span><span style="line-height: 115%;font-family:";font-size:11pt;" ></span><span style="">m cubicos </span>de licor de lixiviación.</p> <p class="MsoNormal" style="text-align: justify;">En donde se usan tres métodos para la precipitación del vanadio:<span style=""></span></p> <p class="MsoNormal" style="text-align: justify;">1) Se añade NaClO<span style="line-height: 115%;font-family:";font-size:78%;" >4</span><span style=""><span style=""> </span>al licor de lixiviación en donde se recupera el 85% del vanadio presente en la solución original bajo la forma de un producto formado por V</span><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape 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</w:LatentStyles> </xml><![endif]--><span style=""><span style="font-size:78%;">2</span>O</span><span style=""><span style="font-size:78%;">4</span> y sulfatos de Fe, Ni y V.</span></p> <p class="MsoNormal" style="text-align: justify;">2) El licor de lixiviación se alcaliniza con NaOH hasta un pH=11.A este pH el níquel precipita como gelatina muy oscura. Se filtra y al filtrarlo se le agrega NaClC<span style="line-height: 115%;font-family:";font-size:78%;" >4</span><span style="">.Se calienta hasta 90°C y se añade NH</span><span style="line-height: 115%;font-family:";font-size:78%;" >4</span><span style="">OH hasta pH=2 para precipitar el vanadio. Al final se recupera el 20% del vanadio presente en la solución original bajo la forma de Na</span><span style="line-height: 115%;font-family:";font-size:78%;" >3</span><span style="">VO</span><span style="line-height: 115%;font-family:";font-size:78%;" >4</span><span style="">.16H</span><span style="line-height: 115%;font-family:";font-size:78%;" >2</span><span style="">O.</span></p> <p class="MsoNormal" style="text-align: justify;">3) El licor de lixiviación se concentra por evaporación. Al concentrado se le añade HClO<span style="line-height: 115%;font-family:";font-size:78%;" >4</span><span style=""> </span><span style=""> </span>y se calienta hasta una oxidación completa. La precipitación del vanadio se realiza en a temperatura caliente añadiendo <span style="">NH</span><span style="line-height: 115%;font-family:";font-size:78%;" >4</span><span style="">OH hasta un pH=2.Al final se recupera el 60% del vanadio presente en la solución original como V<span style="font-size:85%;"><span style="font-size:78%;">2</span>O</span><span style="font-size:78%;">5.</span></span></p><p class="MsoNormal" style="text-align: justify;"><span style=""><span style="font-size:78%;"><a href="http://erevistas.saber.ula.ve/index.php/cienciaeingenieria/article/view/473/479">http://erevistas.saber.ula.ve/index.php/cienciaeingenieria/article/view/473/479</a><br /></span></span></p>Enrique Soriahttp://www.blogger.com/profile/00090109700419684554noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-59949896815192518102011-06-16T23:34:00.000-07:002011-06-20T21:41:20.393-07:00Trampas de Vanadio<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-9fPV7NyY42JtCyMJuAH40oGHWfxtTyn7VZ81SbqSX-xRW-R8kHBiBc_uW-8IKeYeI8v3NKIZ8SF1fluM5Mg6sZnNr5sHg73RRJHcYjzHf4aVZ4PN5pFhaW10ogtMZydfGHcdbVnYhz0/s1600/crack.jpg"><img style="MARGIN: 0px 0px 10px 10px; WIDTH: 178px; FLOAT: right; HEIGHT: 283px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5619081871555879298" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-9fPV7NyY42JtCyMJuAH40oGHWfxtTyn7VZ81SbqSX-xRW-R8kHBiBc_uW-8IKeYeI8v3NKIZ8SF1fluM5Mg6sZnNr5sHg73RRJHcYjzHf4aVZ4PN5pFhaW10ogtMZydfGHcdbVnYhz0/s320/crack.jpg" /></a><br /><br /><div align="justify">El Proceso de ruptura <span id="SPELLING_ERROR_0" class="blsp-spelling-error">catalica</span> es uno de los <span id="SPELLING_ERROR_1" class="blsp-spelling-corrected">procesos</span> más en la industria de la <span id="SPELLING_ERROR_2" class="blsp-spelling-corrected">refinación</span> del <span id="SPELLING_ERROR_3" class="blsp-spelling-corrected">petróleo</span>. De este proceso se obtienen materia primas como el gas licuado de <span id="SPELLING_ERROR_4" class="blsp-spelling-corrected">petróleo</span> y la nafta.<br /></div><br /><div align="justify">A pesar de que este proceso contiene pequeños compuestos de <span id="SPELLING_ERROR_5" class="blsp-spelling-error">vanadio</span>, su efecto sobre la <span id="SPELLING_ERROR_6" class="blsp-spelling-corrected">desactivación</span> del catalizador usado es muy importante.<br /></div><br /><br /><div align="justify">En este proceso los compuesto de vanadio se depositan sobre el catalizador, durante la combustión del coque estos adquieren gran movilidad <span id="SPELLING_ERROR_7" class="blsp-spelling-corrected">desplazándose</span> hacia la <span id="SPELLING_ERROR_8" class="blsp-spelling-error"><a href="http://www.emmexico.com/zeoponiaem.pdf">zeolita</a></span> del catalizador destruyendo parte de esta. La disminución de la cantidad de <span id="SPELLING_ERROR_9" class="blsp-spelling-error"><a href="http://www.emmexico.com/zeoponiaem.pdf">zeolita</a></span> resulta en una perdida <span id="SPELLING_ERROR_10" class="blsp-spelling-error">significativa</span> en la actividad del catalizador, lo cual se ve reflejado en la <span id="SPELLING_ERROR_11" class="blsp-spelling-error">formación</span> o rendimiento de los productos.</div><br /><br /><br /><div align="justify">Una forma de evitar la <span id="SPELLING_ERROR_12" class="blsp-spelling-corrected">acción</span> del <span id="SPELLING_ERROR_13" class="blsp-spelling-error">vanadio</span> consiste en la introducción de aditivos denominados ¨trampas de vanadio¨. Estas sustancias reaccionan con el vanadio formando compuestos estables, de tal manera que quede ¨atrapado¨, perdiendo su capacidad de destruir la<a href="http://www.emmexico.com/zeoponiaem.pdf"> <span id="SPELLING_ERROR_14" class="blsp-spelling-error">zeolita</span></a> del catalizador usado.</div><br />Para mas información :<br /><br /><a href="http://es.patents.com/us-6159887.html">http://es.patents.com/us-6159887.html</a><br /><br /><a href="http://calima.univalle.edu.co/revista/vol34_2/articulos/pdf/3402583.pdf">http://calima.univalle.edu.co/revista/vol34_2/articulos/pdf/3402583.pdf</a><br /><br /><a href="http://www.hidrocarburosbolivia.com/iberoamerica-mainmenu-98/colombia-mainmenu-100/37806-colombiana-ecopetrol-recibio-su-tercer-patente-de-invencion.html">http://www.hidrocarburosbolivia.com/iberoamerica-mainmenu-98/colombia-mainmenu-100/37806-colombiana-ecopetrol-recibio-su-tercer-patente-de-invencion.html</a>Omar Rondon Huertashttp://www.blogger.com/profile/01011748179509514944noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-88413362073828980662011-06-16T22:35:00.002-07:002011-06-17T10:30:15.860-07:00Recuperación del vanadio de catalizadores gastados en la industria Petroquímica<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_zYZRXNCZ2n8FDediXX8QIYMdCyPnp9kfHhIspvpxmkukr9d1kKcM6JItOtCO7qWnby-Jbbio4U-aXcj1WT1DHBlunzF_VvXRjSMnGnDg1BRb9RdG1KjMbvbvTDBa6nrwHF1_hoebI9iw/s1600/petroquimica.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 207px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_zYZRXNCZ2n8FDediXX8QIYMdCyPnp9kfHhIspvpxmkukr9d1kKcM6JItOtCO7qWnby-Jbbio4U-aXcj1WT1DHBlunzF_VvXRjSMnGnDg1BRb9RdG1KjMbvbvTDBa6nrwHF1_hoebI9iw/s320/petroquimica.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5619063502234521202" /></a><div><span class="Apple-style-span" style="line-height: 24px; " >En la industria petroquímica se generan grandes cantidades de desechos, provenientes de los procesos catalíticos que se utilizan en la refinación del petróleo. En la actualidad el consumo de catalizadores en la industria es de 243mil toneladas por año.</span></div><div><span class="Apple-style-span"><br /></span></div><div><span class="Apple-style-span" style="line-height: 24px; ">Los productos del petróleo obtenidos por la extracción de petróleo crudo, no son suficientes en calidad ni en cantidad para los requerimientos actuales. Por lo tanto necesitamos productos de usos más convenientes, y para eso necesitamos necesariamente procesos catalíticos. La importancia industrial de los catalizadores radica en que la mayoría de los procesos químicos son de naturaleza catalítica.</span></div><div><a href="http://redalyc.uaemex.mx/pdf/402/40240212.pdf"><span class="Apple-style-span">http://redalyc.uaemex.mx/pdf/402/40240212.pdf</span></a></div> <p class="MsoNormal" style="text-align: left;"><span style="line-height: 115%; ">La recuperación del<span style="mso-spacerun:yes"> </span>vanadio a partir de catalizadores gastados de las refinerías del petróleo es un serio problema industrial debido a la necesidad de preparar nuevos catalizadores y disponer de enormes cantidades generadas de catalizador desactivado.<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: left;"><span style="line-height: 115%; "><span class="Apple-style-span">El vanadio es recuperado a partir de catalizadores gastados de la industria petroquímica en forma de vanadato (Va<sup>+5</sup>)<span> </span>por lixiviación con soluciones acuosas de NH<sub>3</sub> o NaOH, después del tratamiento preliminar del catalizador con CS<sub>2 </sub>o solventes orgánicos. <o:p></o:p></span></span></p> <p class="MsoNormal" style="text-align: left;"><span class="Apple-style-span" ><span class="Apple-style-span" style="line-height: 24px; ">Los resultados muestran que con un simple tratamiento del catalizador con hidróxi</span><span class="Apple-style-span" style="line-height: 24px; ">do de sodio e hidróxido de amonio, que son agentes alcalinos relativamente comunes y de bajo costo, permiten obtener el 88% del vanadio en forma de sus sales permitiendo su posterior reutilización.</span></span></p> <p class="MsoNormal" style="text-align: left;"><span style="line-height: 115%; " ><span class="Apple-style-span">El método de recuperación por lixiviación resulta ser muy buena alternativa para la industria petroquímica <span style="mso-spacerun:yes"> </span>por ser factible y a la vez efectiva, gracias precisamente a la recuperación del metal, la cual</span> representa una gran ventaja económica a nivel comercial.</span></p><p class="MsoNormal" style="text-align: left;"><span style="line-height: 115%; "><a href="http://eprints.uanl.mx/419/1/recuperacion.pdf">http://eprints.uanl.mx/419/1/recuperacion.pdf</a></span></p>José Luis Méndez Tellohttp://www.blogger.com/profile/00122668188408836599noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-89426655766553337402011-06-16T19:11:00.000-07:002011-06-19T15:42:44.911-07:00Problemas en la desintegracion catalitica de gasóleos (FCC)<ol><li style="text-align: justify;"><br />
<span class="Apple-style-span" style="color: #073763;">En el proceso de desintegración catalítica en gaseolos en lecho fluidizado (fluid catalytic Craking o FCC) se enfrenta a dos problemas cada vez mas importantes, la presencia de metales principalmente </span><span class="Apple-style-span" style="color: #bf9000;">Vanadio</span><span class="Apple-style-span" style="color: #073763;">. Ni , Fe, en las cargas de alimentación, que provocan una perdida en la actividad catalitica y un cambio en la selectividad así como también un aumento en la concentración de azufre en las cargas de proceso a FCC y de emisiones de SOx. Una de las soluciones a este problema ha sido el uso de algunos aditivos para poder disminuir el contenido de sulfuros asi como tambien el uzo de trampas de metales que se encargen de reducir principalmente al vanadio. En las preparacion de las trampas de vanadio se utilizado oxidos de metales Ca, Al, Mg y tambien oxidos de titanio.</span><span class="Apple-style-span" style="color: #073763;">De esta forma la trampa captura al vanadio disminuyendo asi los drasticos efectos que provocan el colapsamieno de la estructura zeolitica del catalizador.</span></li>
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<span class="Apple-style-span" style="color: #073763;">Para mas informacion visitar :</span><br />
<a href="http://books.google.com.pe/books?id=6mf1ycxrMOwC&pg=PA52&lpg=PA52&dq=fcc+catalizador+vanadio+metales&source=bl&ots=sO21bV4q52&sig=wo3MNivyDB09ynxS0sMeusxHlFY&hl=es&ei=WUX0TZnBLsLX0QH9vIXtDA&sa=X&oi=book_result&ct=result&resnum=10&ved=0CDQQ6AEwCQ#v=onepage&q=fcc%20catalizador%20vanadio%20metales&f=false">http://books.google.com.pe/books?id=6mf1ycxrMOwC&pg=PA52&lpg=PA52&dq=fcc+catalizador+vanadio+metales&source=bl&ots=sO21bV4q52&sig=wo3MNivyDB09ynxS0sMeusxHlFY&hl=es&ei=WUX0TZnBLsLX0QH9vIXtDA&sa=X&oi=book_result&ct=result&resnum=10&ved=0CDQQ6AEwCQ#v=onepage&q=fcc%20catalizador%20vanadio%20metales&f=false</a><br />
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<span class="Apple-style-span" style="color: #b45f06;"> cesar lazarte.</span></div>Cesar Lazartehttp://www.blogger.com/profile/01011846699651550011noreply@blogger.com0tag:blogger.com,1999:blog-4173273918547722437.post-28441039626062555782011-06-14T11:56:00.000-07:002011-06-18T08:45:14.065-07:00Generalidades del Vanadio y sus aplicaciones comerciales<div style="text-align: left;"><span class="Apple-style-span" style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: black;"><span class="Apple-style-span">El </span><span class="Apple-style-span">Vanadio </span><span class="Apple-style-span">es un metal de transición cuyo principal uso comercial es como agente de aleación en los aceros, su efecto general es aumentar la ductilidad y la resistencia a la tracción de la aleación. El vanadio presenta gran reactividad frente al oxigeno, nitrogeno y carbono a elevadas temperaturas. El compuesto mas importante del vanadio es el </span><span class="Apple-style-span">V<sub>2</sub>O<sub>5. </sub></span></span></span></span></div><div style="text-align: left;"><sub style="background-color: white;"><span class="Apple-style-span" style="color: black; font-family: Arial, Helvetica, sans-serif;"> Este compuesto del vanadio se puede preparar por combinacion directa de los elementes a alta termperatura , es utilizado comercialmente como catalizador de contacto en la preparacion de acido sulfurico.</span></sub></div><div style="text-align: left;"><sub style="background-color: white;"><span class="Apple-style-span" style="color: #0c343d; font-family: Arial, Helvetica, sans-serif;"><a href="http://turnkey.taiwantrade.com.tw/showpage.asp?subid=122&fdname=CHEMICAL+MATERIAL&pagename=Planta+de+produccion+de+acido+sulfurico">http://turnkey.taiwantrade.com.tw/showpage.asp?subid=122&fdname=CHEMICAL+MATERIAL&pagename=Planta+de+produccion+de+acido+sulfurico</a></span></sub></div><div style="text-align: left;"><span class="Apple-style-span" style="color: #0c343d;"><br />
<span style="font-family: Arial, Helvetica, sans-serif;"></span></span></div><div style="text-align: left;"><sub style="background-color: white;"><span class="Apple-style-span" style="color: #0c343d; font-family: Arial, Helvetica, sans-serif;"> Siendo este pentoxido una especie anfotera. </span></sub></div><div style="text-align: justify;"><span class="Apple-style-span" style="background-color: white;"><span class="Apple-style-span" style="color: #0c343d; font-family: Arial, Helvetica, sans-serif;"><sub></sub></span></span></div><div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #0c343d; line-height: 115%;"><span class="Apple-style-span">·</span><span class="Apple-style-span"> </span>S</span><span style="line-height: 115%;"><span class="Apple-style-span" style="background-color: white;"><span class="Apple-style-span" style="color: #0c343d;">e disuelve en ácidos para formar el ion dioxovanadio.</span></span></span></span></div><div class="MsoNormal" style="text-align: center;"><br />
<span class="Apple-style-span"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;"> <span class="Apple-style-span" style="color: blue;">V<sub>2</sub>O<sub>5</sub> + 2 H<sup>+</sup> </span></span><span style="color: red; line-height: 115%;">⇄</span><span style="line-height: 115%;"><span class="Apple-style-span" style="color: blue;"> 2 VO<sub>2</sub><sup>+</sup><sub>(ac)</sub> + H<sub>2</sub>O</span></span></span></span><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="line-height: 115%;"><span class="Apple-style-span"><span style="font-family: Arial, Helvetica, sans-serif;"><span class="Apple-style-span" style="color: #0c343d;">Las especies de vanadio tienden a polimerizarse</span>. </span></span></span></div><div class="MsoNormal" style="text-align: center;"><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span class="Apple-style-span"><span style="color: blue; line-height: 115%;">10 VO<sub>2</sub><sup>+</sup> + 8 H<sub>2</sub>O </span><span style="color: red; line-height: 115%;">⇄</span></span><span style="color: blue; line-height: 115%;"><span class="Apple-style-span"> [H<sub>2</sub>V<sub>10</sub>O<sub>28</sub>]<sup>4-</sup> + 14 H</span></span><span class="Apple-style-span" style="color: blue; line-height: 18px;">+</span></span><br />
</div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #0c343d; font-family: Arial, Helvetica, sans-serif;">Cuando de trata con una base fuerte, el V2O5 se disuelve como vanadato VO<span style="vertical-align: sub;">4</span><span style="vertical-align: super;">3</span><span style="vertical-align: super;">− </span> que también tiene tendencia a polimerizarse:</span><span style="color: black; vertical-align: super;"><br />
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<div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: center; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: black;"> </span><span style="color: blue;">2 VO</span><span style="color: blue; vertical-align: sub;">4</span><span style="color: blue; vertical-align: super;">3-</span><span style="color: blue;"> + 3 H</span><span style="color: blue; vertical-align: super;">+</span><span style="color: blue;"> </span><span style="color: red;">⇄</span><span style="color: blue;"> HV</span><span style="color: blue; vertical-align: sub;">2</span><span style="color: blue;">O</span><span style="color: blue; vertical-align: sub;">7</span><span style="color: blue; vertical-align: super;">3-</span><span style="color: blue;"> + H</span><span style="color: blue; vertical-align: sub;">2</span><span style="color: blue;">O</span></span></div><div style="direction: ltr; language: es; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: center; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: black;"> </span><span style="color: blue;">HV</span><span style="color: blue; vertical-align: sub;">2</span><span style="color: blue;">O</span><span style="color: blue; vertical-align: sub;">7</span><span style="color: blue; vertical-align: super;">3-</span><span style="color: blue;"> + VO</span><span style="color: blue; vertical-align: sub;">4</span><span style="color: blue; vertical-align: super;">3-</span><span style="color: blue;"> + 3 H</span><span style="color: blue; vertical-align: super;">+</span><span style="color: blue;"> </span><span style="color: red;">⇄</span><span style="color: blue;"> V</span><span style="color: blue; vertical-align: sub;">3</span><span style="color: blue;">O</span><span style="color: blue; vertical-align: sub;">9</span><span style="color: blue; vertical-align: super;">3-</span><span style="color: blue;"> + 2 H</span><span style="color: blue; vertical-align: sub;">2</span><span style="color: blue;">O</span></span><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: #274e13; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;"><sup><span class="Apple-style-span"><span class="Apple-style-span" style="line-height: normal;">Así pues la química de las soluciones acuosas del vanadio(v) implica algunas especies bastantes complejas .</span> </span></sup><span class="Apple-style-span"></span></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="color: #274e13; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">El vanadio presenta en sus compuestos gran variedad de estados de oxidacion, formando en cada uno de ellos un oxido o ion. </span><span style="color: #274e13; font-family: Arial;">La disolucion de color amarilla tiene vanadio con estado</span></div><div class="" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: justify;"><span class="Apple-style-span" style="color: #274e13; font-family: Arial; line-height: 18px;"> de oxidacion +5 , la de color azul vanadio con E.O +4 , </span><span class="Apple-style-span" style="color: #274e13; font-family: Arial, Helvetica, sans-serif; line-height: 18px;"> la de color verde vanadiocon E.O +3, la de color violeta </span><span class="Apple-style-span" style="color: #274e13; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">con E.O +2.</span><span class="Apple-style-span" style="color: #274e13;"><span class="Apple-style-span" style="line-height: 18px;"> </span></span><br />
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