{"id":987502372,"date":"2026-10-28T19:53:44","date_gmt":"2026-10-28T19:53:44","guid":{"rendered":"https:\/\/expoplasticos.mx\/2026\/?p=987502372"},"modified":"2026-11-03T20:03:23","modified_gmt":"2026-11-03T20:03:23","slug":"extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas","status":"publish","type":"post","link":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/","title":{"rendered":"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas"},"content":{"rendered":"\n<h3 class=\"wp-block-heading\"><strong>La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos. A partir de la fusi\u00f3n, homogeneizaci\u00f3n y conformaci\u00f3n continua de una resina, una l\u00ednea de extrusi\u00f3n puede producir pel\u00edculas, l\u00e1minas, perfiles, tubos y otras geometr\u00edas. En el caso de film and sheet extrusion, la configuraci\u00f3n del proceso debe responder no solo al pol\u00edmero utilizado, sino tambi\u00e9n al espesor, ancho, propiedades mec\u00e1nicas, apariencia, formato de salida y proceso de conversi\u00f3n posterior.<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Dentro de este universo destacan tres rutas tecnol\u00f3gicas: la pel\u00edcula soplada o blown film, la pel\u00edcula plana o cast film y la extrusi\u00f3n de l\u00e1minas o sheet extrusion. Aunque las tres parten de principios comunes de fusi\u00f3n y conformaci\u00f3n, cada una requiere diferentes sistemas de formado, enfriamiento, control dimensional y acabado.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Para los transformadores de pl\u00e1sticos en M\u00e9xico, comprender estas diferencias es relevante al evaluar una l\u00ednea, definir una estructura multicapa, seleccionar materiales o identificar oportunidades para reducir desperdicios. La productividad nominal es solo una parte de la ecuaci\u00f3n: tambi\u00e9n importan la estabilidad del proceso, el control de espesor, la filtraci\u00f3n, la eficiencia t\u00e9rmica, el bobinado y la capacidad de mantener una producci\u00f3n conforme.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es la extrusi\u00f3n de pl\u00e1stico?<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">La extrusi\u00f3n de pl\u00e1stico convierte pellets, material reciclado acondicionado o mezclas de resina y aditivos en un fundido homog\u00e9neo que se fuerza a trav\u00e9s de un dado. En una extrusora, el tornillo gira dentro de un cilindro calefaccionado y desplaza el material desde la alimentaci\u00f3n hasta el cabezal. Durante ese recorrido se combinan energ\u00eda t\u00e9rmica y mec\u00e1nica para lograr la plastificaci\u00f3n y homogeneizaci\u00f3n necesarias.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">El dado es el elemento que transforma el flujo fundido en la geometr\u00eda requerida. En una pel\u00edcula soplada se utiliza un dado anular; en cast film y sheet extrusion se utilizan dados planos. Despu\u00e9s del dado, la l\u00ednea debe estabilizar el producto mediante aire, rodillos u otros sistemas de enfriamiento antes de conducirlo a las etapas de medici\u00f3n, corte, tratamiento superficial, apilado o bobinado.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Por esta raz\u00f3n, hablar de extrusi\u00f3n de pl\u00e1stico implica hablar de un sistema completo. La extrusora es un componente central, pero el desempe\u00f1o final tambi\u00e9n depende del sistema de alimentaci\u00f3n, el cabezal, la filtraci\u00f3n, el enfriamiento, la medici\u00f3n, el arrastre y el acabado.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>\u00bfC\u00f3mo funciona el proceso de extrusi\u00f3n de pl\u00e1stico?<\/strong><\/h3>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Alimentaci\u00f3n y dosificaci\u00f3n<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El proceso comienza con la alimentaci\u00f3n de la resina y, cuando corresponde, masterbatch, aditivos o material reciclado. La consistencia de la receta es importante porque las variaciones en composici\u00f3n o humedad pueden afectar la viscosidad del fundido y, posteriormente, la estabilidad del producto.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Transporte, fusi\u00f3n y plastificaci\u00f3n<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El tornillo transporta el material por diferentes zonas del cilindro. El pol\u00edmero recibe calor del sistema de calentamiento y energ\u00eda mec\u00e1nica derivada del movimiento del tornillo. La combinaci\u00f3n debe ser suficiente para fundir y homogeneizar el material sin someterlo a condiciones que favorezcan su degradaci\u00f3n.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Homogeneizaci\u00f3n y filtraci\u00f3n<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Antes de llegar al dado, el fundido debe presentar una composici\u00f3n y temperatura lo m\u00e1s uniformes posible. La filtraci\u00f3n ayuda a retener contaminantes, part\u00edculas y aglomerados. Cuando se utilizan materiales reciclados, la gesti\u00f3n de contaminaci\u00f3n, humedad y variaciones de viscosidad adquiere especial relevancia.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Formaci\u00f3n mediante el dado<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El dado determina la forma inicial del producto. En blown film, el material sale por una matriz circular y forma un tubo que se expande mediante aire. En cast film y sheet extrusion, el fundido sale por una matriz plana y forma una banda que entra r\u00e1pidamente en el sistema de enfriamiento.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Enfriamiento y estabilizaci\u00f3n<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La etapa de enfriamiento fija las dimensiones y contribuye a definir propiedades \u00f3pticas, orientaci\u00f3n, cristalinidad y contracci\u00f3n. En pel\u00edcula soplada, el aire de enfriamiento es fundamental para estabilizar la burbuja. En cast film y l\u00e1mina, los rodillos refrigerados cumplen un papel central en la transferencia t\u00e9rmica y la calibraci\u00f3n.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Control dimensional y acabado<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Una vez estabilizado el producto, la l\u00ednea puede incorporar sistemas de medici\u00f3n, tratamiento corona, corte, refile, rebobinado, apilado o bobinado. El objetivo es que el producto final cumpla con el rango de espesor, ancho, apariencia y propiedades requeridas por el convertidor o usuario final.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Extrusi\u00f3n de pel\u00edculas pl\u00e1sticas<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La extrusi\u00f3n de pel\u00edculas produce estructuras continuas y delgadas que pueden destinarse a empaque, agricultura, higiene, construcci\u00f3n y otras aplicaciones. Entre las variables m\u00e1s importantes se encuentran el espesor, la transparencia, la resistencia al impacto, la elongaci\u00f3n, la sellabilidad, la fricci\u00f3n y la apariencia superficial.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Las dos rutas principales son blown film y cast film. La selecci\u00f3n depende del producto, el material, la productividad requerida, las propiedades objetivo y la conversi\u00f3n posterior. Una pel\u00edcula destinada a impresi\u00f3n o laminaci\u00f3n, por ejemplo, puede tener requisitos diferentes de una pel\u00edcula agr\u00edcola o de una estructura para empaque de alimentos.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Variables que determinan la calidad de una pel\u00edcula<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El control de espesor tiene una dimensi\u00f3n t\u00e9cnica y econ\u00f3mica. Un exceso de calibre incrementa el consumo de resina, mientras que un espesor insuficiente puede comprometer resistencia, sellabilidad o desempe\u00f1o. Por ello, la medici\u00f3n del perfil de espesor permite detectar desviaciones y relacionarlas con variables como el dado, la alimentaci\u00f3n, la temperatura, la velocidad y el enfriamiento.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es la extrusi\u00f3n de pel\u00edcula soplada?<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">La extrusi\u00f3n de pel\u00edcula soplada, conocida tambi\u00e9n como blown film extrusion, utiliza una matriz circular para formar un tubo de pol\u00edmero fundido. Aire introducido en el interior del tubo genera la expansi\u00f3n de la burbuja, mientras que un sistema de enfriamiento exterior ayuda a fijar la pel\u00edcula.<\/p>\n\n\n\n<figure class=\"wp-block-image alignright size-large is-resized\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\" style=\"width:400px;height:auto\"\/><\/figure>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>C\u00f3mo se forma y estabiliza la burbuja<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Despu\u00e9s de salir del dado, la burbuja asciende mientras se enfr\u00eda. La relaci\u00f3n entre el volumen de aire interno, el caudal de pol\u00edmero, la velocidad de arrastre, la temperatura y el sistema de enfriamiento influye en su estabilidad. Una burbuja que oscila o pierde alineaci\u00f3n puede generar variaciones de calibre, arrugas y problemas en el bobinado.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">La altura de la l\u00ednea de congelaci\u00f3n y las condiciones del aire tambi\u00e9n afectan la estructura final. La orientaci\u00f3n generada durante el proceso puede modificar el comportamiento mec\u00e1nico de la pel\u00edcula en direcci\u00f3n m\u00e1quina y transversal.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Control de espesor en blown film<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El perfil de espesor puede verse afectado por la distribuci\u00f3n del flujo en el dado, la temperatura del fundido, la velocidad de arrastre, el enfriamiento y la estabilidad de la burbuja. Por eso, la uniformidad no depende de una sola variable. El control de proceso debe considerar el conjunto de condiciones que intervienen entre el dado y el bobinador.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Aplicaciones de la pel\u00edcula soplada<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Las aplicaciones incluyen bolsas, pel\u00edculas agr\u00edcolas, invernaderos, ensilaje, pel\u00edculas estirables y termoencogibles, sacos industriales, impresi\u00f3n, laminaci\u00f3n y estructuras de empaque. La tecnolog\u00eda tambi\u00e9n permite desarrollar estructuras monocapa y multicapa, seg\u00fan los requisitos de la aplicaci\u00f3n.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es cast film o pel\u00edcula plana?<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Cast film utiliza un dado de ranura para formar una banda plana que entra r\u00e1pidamente en contacto con un rodillo refrigerado. A diferencia de blown film, no existe una burbuja. La transferencia t\u00e9rmica y el contacto con el rodillo son fundamentales para estabilizar el producto.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Funcionamiento del proceso cast film<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La distribuci\u00f3n del flujo dentro del dado, la abertura de labios, la velocidad de arrastre y la distancia hasta el rodillo influyen en el espesor y la calidad superficial. La velocidad de enfriamiento tambi\u00e9n puede modificar las caracter\u00edsticas \u00f3pticas y dimensionales del film.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Aplicaciones del cast film<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Cast film puede utilizarse en pel\u00edculas estirables, envolturas, empaques, laminaci\u00f3n, productos higi\u00e9nicos y distintas aplicaciones industriales. En cada caso, la l\u00ednea debe configurarse de acuerdo con el material, el espesor y las propiedades requeridas.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es la extrusi\u00f3n de l\u00e1minas?<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">La extrusi\u00f3n de l\u00e1minas o sheet extrusion produce una secci\u00f3n plana de mayor espesor que una pel\u00edcula. El pol\u00edmero fundido pasa por un dado plano y entra en una pila de rodillos que enfr\u00eda, calibra y transporta la l\u00e1mina. La l\u00ednea puede incorporar filtros, bomba de fundido, medici\u00f3n, corte, apilado y extrusoras auxiliares para estructuras multicapa.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Proceso de fabricaci\u00f3n de l\u00e1minas<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La uniformidad del espesor y la planitud son variables cr\u00edticas. La distribuci\u00f3n del flujo en el dado, el control de temperatura, la velocidad de los rodillos y la transferencia t\u00e9rmica deben trabajar de manera coordinada. Una desviaci\u00f3n en cualquiera de estas variables puede afectar la capacidad de la l\u00e1mina para procesos posteriores.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>L\u00e1minas para termoformado<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">En aplicaciones de termoformado, la l\u00e1mina debe presentar un espesor uniforme y un comportamiento t\u00e9rmico adecuado para que el material se distribuya de manera controlada durante el formado. Por ello, la calidad de la l\u00e1mina extruida puede tener un efecto directo sobre el rendimiento del proceso posterior.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Aplicaciones de la extrusi\u00f3n de l\u00e1minas<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Las l\u00e1minas pl\u00e1sticas se utilizan en charolas, vasos, contenedores, envases, paneles, protectores, componentes automotrices y piezas t\u00e9cnicas. La selecci\u00f3n del pol\u00edmero y de la configuraci\u00f3n de l\u00ednea depende de las propiedades requeridas, el espesor, la apariencia y el proceso de conversi\u00f3n.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Film extrusion vs. sheet extrusion: diferencias<\/strong><\/h3>\n\n\n\n<figure class=\"wp-block-table\"><table class=\"has-fixed-layout\"><thead><tr><th class=\"has-text-align-left\" data-align=\"left\">Aspecto<\/th><th class=\"has-text-align-left\" data-align=\"left\">Film extrusion<\/th><th class=\"has-text-align-left\" data-align=\"left\">Sheet extrusion<\/th><\/tr><\/thead><tbody><tr><td>Producto<\/td><td>Pel\u00edcula flexible, generalmente manejada en rollo<\/td><td>L\u00e1mina plana, en rollo u hojas<\/td><\/tr><tr><td>Espesor<\/td><td>Generalmente menor<\/td><td>Generalmente mayor<\/td><\/tr><tr><td>Formaci\u00f3n<\/td><td>Blown film o dado plano cast<\/td><td>Dado plano<\/td><\/tr><tr><td>Enfriamiento<\/td><td>Aire, rodillos o combinaci\u00f3n seg\u00fan tecnolog\u00eda<\/td><td>Principalmente rodillos<\/td><\/tr><tr><td>Aplicaciones<\/td><td>Empaque, agricultura, stretch, laminaci\u00f3n<\/td><td>Termoformado, paneles, charolas y piezas t\u00e9cnicas<\/td><\/tr><tr><td>Conversi\u00f3n<\/td><td>Impresi\u00f3n, laminaci\u00f3n, sellado y rebobinado<\/td><td>Termoformado, corte, impresi\u00f3n y mecanizado<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Aunque film extrusion y sheet extrusion comparten etapas de alimentaci\u00f3n, fusi\u00f3n y conformaci\u00f3n, la configuraci\u00f3n posterior al dado es diferente. La pel\u00edcula requiere soluciones para estabilizar una estructura flexible y, en blown film, una burbuja; la l\u00e1mina requiere calibraci\u00f3n y control de planitud mediante rodillos.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es la coextrusi\u00f3n?<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">La coextrusi\u00f3n combina dos o m\u00e1s corrientes de pol\u00edmeros fundidos en una pel\u00edcula o l\u00e1mina \u00fanica. Su principal ventaja es permitir que distintas capas cumplan funciones espec\u00edficas. Una estructura puede combinar una capa estructural, una capa sellante, una barrera, una capa de uni\u00f3n y superficies externas con propiedades determinadas.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Estructuras multicapa<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Las estructuras multicapa permiten dise\u00f1ar el producto a partir de las propiedades que realmente necesita. Esto puede reducir el uso de materiales costosos en capas funcionales y reservar otros pol\u00edmeros para aportar volumen, rigidez o sellabilidad.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Materiales de barrera y capas funcionales<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">EVOH puede aportar propiedades de barrera al ox\u00edgeno, mientras que la poliamida puede mejorar resistencia mec\u00e1nica y a la punci\u00f3n. Las poliolefinas pueden aportar sellabilidad y otras propiedades de procesamiento. Cuando las capas no son compatibles, pueden requerirse capas de uni\u00f3n.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Retos de la coextrusi\u00f3n<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La coextrusi\u00f3n incrementa la complejidad del proceso. Cada corriente debe mantener condiciones compatibles de temperatura, viscosidad y estabilidad. Tambi\u00e9n es necesario controlar el espesor relativo de las capas, porque una desviaci\u00f3n puede alterar las propiedades del producto final.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Materiales utilizados en la extrusi\u00f3n de pel\u00edculas y l\u00e1minas<\/strong><\/h3>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Polietilenos: LDPE, LLDPE y HDPE<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El LDPE se utiliza cuando se buscan flexibilidad y sellabilidad. El LLDPE puede aportar resistencia al impacto y a la punci\u00f3n, mientras que el HDPE ofrece mayor rigidez y resistencia. La selecci\u00f3n depende de las propiedades requeridas y de las condiciones de procesamiento.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Polipropileno, PET, PS, PVC y ABS<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El PP combina rigidez y resistencia t\u00e9rmica y puede utilizarse en distintas aplicaciones de pel\u00edcula y l\u00e1mina. El PET es relevante por su transparencia y estabilidad dimensional y tiene presencia en aplicaciones de l\u00e1mina para termoformado. PS, PVC y ABS se emplean en diferentes productos seg\u00fan las propiedades mec\u00e1nicas, t\u00e9rmicas y de acabado requeridas.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>PA, EVOH y estructuras funcionales<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La PA puede utilizarse para aportar resistencia mec\u00e1nica y a la punci\u00f3n, mientras que EVOH es relevante por sus propiedades de barrera al ox\u00edgeno. Estos materiales suelen formar parte de estructuras funcionales y multicapa.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Uso de materiales reciclados<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La incorporaci\u00f3n de material reciclado puede contribuir a objetivos de circularidad, pero introduce variables adicionales de proceso. Humedad, contaminaci\u00f3n, color, olor y variaciones de viscosidad pueden afectar la estabilidad del fundido y la calidad del producto. Por ello, la preparaci\u00f3n del material y la filtraci\u00f3n deben considerarse desde el dise\u00f1o de la l\u00ednea.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Aplicaciones de las pel\u00edculas y l\u00e1minas pl\u00e1sticas<\/strong><\/h3>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Empaque flexible y alimentos<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El empaque flexible requiere combinaciones de propiedades como sellabilidad, resistencia, transparencia y, en determinados casos, barrera frente a ox\u00edgeno o humedad. Las pel\u00edculas multicapa permiten combinar diferentes funciones dentro de una misma estructura.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Agricultura<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Las pel\u00edculas agr\u00edcolas se utilizan en acolchado, invernaderos, t\u00faneles y ensilaje. En estas aplicaciones, la resistencia mec\u00e1nica y el comportamiento frente a condiciones ambientales son factores relevantes.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Construcci\u00f3n<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Pel\u00edculas, membranas y l\u00e1minas pueden emplearse como barreras, recubrimientos, elementos de protecci\u00f3n y otros componentes t\u00e9cnicos. El material y la estructura se seleccionan de acuerdo con las exigencias del uso final.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Automoci\u00f3n y aplicaciones industriales<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Las l\u00e1minas y pel\u00edculas pueden utilizarse en revestimientos, paneles, protectores, separadores y componentes t\u00e9cnicos. En automoci\u00f3n, la estabilidad dimensional y el desempe\u00f1o mec\u00e1nico son especialmente importantes.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Termoformado<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La extrusi\u00f3n de l\u00e1minas est\u00e1 estrechamente relacionada con el termoformado. La uniformidad del espesor y el comportamiento t\u00e9rmico de la l\u00e1mina influyen en c\u00f3mo se distribuye el material durante el formado y, por tanto, en la consistencia de la pieza.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Principales desaf\u00edos de la extrusi\u00f3n<\/strong><\/h3>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Variaciones de espesor<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Las variaciones de calibre pueden relacionarse con caudal, presi\u00f3n, temperatura, velocidad, distribuci\u00f3n del flujo y enfriamiento. El diagn\u00f3stico requiere observar el perfil transversal y relacionarlo con las variables de proceso.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Defectos superficiales<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Geles, contaminaci\u00f3n, degradaci\u00f3n, da\u00f1o en los labios del dado o filtros saturados pueden afectar la superficie. La identificaci\u00f3n de la causa resulta m\u00e1s efectiva cuando se registra el momento y la condici\u00f3n exacta en que aparece el defecto.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Problemas de enfriamiento y estabilidad<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">En blown film, una burbuja inestable puede producir arrugas, oscilaciones y variaciones de espesor. En cast film y sheet extrusion, un enfriamiento desigual puede contribuir a problemas de planitud, contracci\u00f3n o estabilidad dimensional.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Bobinado y acabado<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Tensi\u00f3n insuficiente o excesiva, arrugas, bloqueo y telescopado pueden afectar el bobinado. El control debe considerar la velocidad, la tensi\u00f3n y las condiciones del producto antes de entrar al bobinador.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Tendencias en extrusi\u00f3n de pl\u00e1stico, pel\u00edculas y l\u00e1minas<\/strong><\/h3>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Automatizaci\u00f3n y control en l\u00ednea<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La medici\u00f3n en l\u00ednea y los sistemas de ajuste autom\u00e1tico permiten detectar variaciones y responder con mayor rapidez. La digitalizaci\u00f3n tambi\u00e9n facilita registrar recetas, variables y tendencias para comparar lotes y apoyar la trazabilidad.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Reducci\u00f3n de calibre y eficiencia<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Reducir el espesor sin comprometer el desempe\u00f1o permite disminuir el consumo de material. Sin embargo, el objetivo no debe ser simplemente producir m\u00e1s delgado, sino mantener las propiedades que exige la aplicaci\u00f3n mientras se controla el proceso.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Reciclados, monomateriales y econom\u00eda circular<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El uso de material reciclado y el desarrollo de estructuras orientadas a una recuperaci\u00f3n m\u00e1s sencilla est\u00e1n influyendo en el dise\u00f1o de pel\u00edculas y l\u00e1minas. Estas estrategias requieren considerar compatibilidad, contaminaci\u00f3n, propiedades finales y estabilidad del procesamiento.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Coextrusi\u00f3n y estructuras de alto desempe\u00f1o<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La coextrusi\u00f3n contin\u00faa siendo una herramienta para combinar propiedades funcionales. La tendencia apunta a optimizar estructuras multicapa para utilizar capas funcionales de manera eficiente, al mismo tiempo que se consideran los retos de conversi\u00f3n y recuperaci\u00f3n.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>\u00bfC\u00f3mo mejorar la eficiencia y calidad de una l\u00ednea de extrusi\u00f3n?<\/strong><\/h3>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Control de materias primas<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">La consistencia comienza antes de la extrusora. La humedad, contaminaci\u00f3n, dosificaci\u00f3n y variabilidad del material deben controlarse para evitar que los problemas se trasladen al proceso.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Control de variables de proceso<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Temperatura, presi\u00f3n, caudal, velocidad, enfriamiento y tensi\u00f3n deben observarse como un sistema. Cambiar varias variables simult\u00e1neamente dificulta encontrar la causa ra\u00edz de un defecto.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Mantenimiento y diagn\u00f3stico<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Dado, labios, filtros, rodillos, anillo de aire y bobinador deben inspeccionarse con una frecuencia coherente con el uso. Un sistema de diagn\u00f3stico debe registrar cu\u00e1ndo aparece el problema, en qu\u00e9 posici\u00f3n, con qu\u00e9 lote y bajo qu\u00e9 condiciones.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Criterios para seleccionar una tecnolog\u00eda de extrusi\u00f3n<\/strong><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Antes de seleccionar una l\u00ednea conviene definir el producto final: ancho \u00fatil, rango de espesor, tolerancia, pol\u00edmeros, porcentaje de reciclado, propiedades objetivo, formato de bobina o hoja y productividad estable. Estos criterios permiten comparar configuraciones tecnol\u00f3gicas en funci\u00f3n del producto y no solo de la capacidad nominal.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En una l\u00ednea multicapa deben revisarse adem\u00e1s el n\u00famero de extrusoras, la distribuci\u00f3n de capas, la compatibilidad reol\u00f3gica, los cambios de producto, la limpieza y el control de las capas funcionales. Una especificaci\u00f3n completa ayuda a evitar que la decisi\u00f3n se base \u00fanicamente en velocidad o capacidad.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>Macro Engineering y las tecnolog\u00edas de film and sheet extrusion<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Dentro del ecosistema de tecnolog\u00edas de extrusi\u00f3n de pel\u00edculas y l\u00e1minas, <a href=\"https:\/\/www.plastico.com\/canad%C3%A1\/mississauga\/proveedores\/macro-engineering-technology-inc\" target=\"_blank\" rel=\"noopener\">Macro Engineering<\/a> puede incorporarse como una entidad t\u00e9cnica de referencia. La asociaci\u00f3n debe construirse alrededor de los temas que ya desarrolla la Power Page: film extrusion, blown film, sheet extrusion y coextrusion.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En lugar de interrumpir la explicaci\u00f3n con mensajes comerciales, los enlaces hacia Macro Engineering deben funcionar como recursos para lectores que quieran profundizar en una tecnolog\u00eda espec\u00edfica. As\u00ed, la marca queda relacionada de forma natural con la categor\u00eda y el usuario conserva una experiencia editorial.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Se recomienda utilizar la menci\u00f3n de marca de manera selectiva y acompa\u00f1arla con enlaces contextuales hacia sus <a href=\"https:\/\/www.macroeng.com\/es\/products\/blown-film-lines\/\" target=\"_blank\" rel=\"noopener\">l\u00edneas de pel\u00edcula soplada<\/a>, <a href=\"https:\/\/www.macroeng.com\/es\/products\/sheet-lines\/\" target=\"_blank\" rel=\"noopener\">l\u00edneas de l\u00e1mina<\/a> y <a href=\"https:\/\/www.macroeng.com\/products\/coextrusion-dies\/\" target=\"_blank\" rel=\"noopener\">tecnolog\u00edas de coextrusi\u00f3n<\/a>, siempre que el recurso enlazado sea relevante para el p\u00e1rrafo en cuesti\u00f3n.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Preguntas frecuentes sobre extrusi\u00f3n de pl\u00e1stico<\/strong><\/h3>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es la extrusi\u00f3n de pl\u00e1stico?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Es un proceso continuo en el que un pol\u00edmero termopl\u00e1stico se funde, homogeniza y fuerza a trav\u00e9s de un dado para obtener una geometr\u00eda determinada, como una pel\u00edcula o una l\u00e1mina.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfC\u00f3mo funciona la pel\u00edcula soplada?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">El pol\u00edmero fundido sale por una matriz circular, se expande mediante aire, se enfr\u00eda para estabilizar la burbuja, se colapsa y finalmente se conduce hacia el bobinado.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfCu\u00e1l es la diferencia entre blown film y cast film?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Blown film forma una burbuja a partir de un dado circular, mientras que cast film forma una banda plana mediante un dado de ranura y un sistema de enfriamiento por rodillo.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es sheet extrusion?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Es la extrusi\u00f3n de l\u00e1minas planas de mayor espesor que una pel\u00edcula. El producto suele calibrarse y enfriarse mediante una pila de rodillos.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 es la coextrusi\u00f3n?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Es la combinaci\u00f3n de dos o m\u00e1s corrientes de pol\u00edmero fundido para producir una pel\u00edcula o l\u00e1mina multicapa con propiedades diferenciadas.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfC\u00f3mo se controla el espesor de una pel\u00edcula?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Mediante la combinaci\u00f3n de caudal, distribuci\u00f3n del flujo en el dado, temperatura, velocidad, enfriamiento, tensi\u00f3n y sistemas de medici\u00f3n del perfil.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfQu\u00e9 materiales se utilizan en la extrusi\u00f3n de pel\u00edculas y l\u00e1minas?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Dependiendo de la aplicaci\u00f3n pueden utilizarse PE, PP, PET, PS, PVC, ABS, PA, EVOH y materiales reciclados, entre otros.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>\u00bfPara qu\u00e9 se utiliza la extrusi\u00f3n de l\u00e1minas?<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Las l\u00e1minas extruidas pueden utilizarse en termoformado, envases, charolas, paneles, componentes automotrices, protectores y otras aplicaciones t\u00e9cnicas.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Fuente: <a href=\"https:\/\/www.plastico.com\/noticias\/extrusi%C3%B3n-de-pl%C3%A1stico-tecnolog%C3%ADas-procesos-y-aplicaciones-de-pel%C3%ADculas-y-l%C3%A1minas\">https:\/\/www.plastico.com\/<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos. A partir de la fusi\u00f3n, homogeneizaci\u00f3n y conformaci\u00f3n continua de una resina, una l\u00ednea de extrusi\u00f3n puede producir pel\u00edculas, l\u00e1minas, perfiles, tubos y otras geometr\u00edas. En el caso de film and sheet extrusion, la configuraci\u00f3n del proceso debe responder no [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":987502374,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"off","_et_pb_old_content":"","_et_gb_content_width":"1080","cybocfi_hide_featured_image":"","footnotes":""},"categories":[19],"tags":[],"class_list":["post-987502372","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-noticias"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.8 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas - Expo Pl\u00e1sticos 2027<\/title>\n<meta name=\"description\" content=\"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas\" \/>\n<meta property=\"og:description\" content=\"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/\" \/>\n<meta property=\"og:site_name\" content=\"Expo Pl\u00e1sticos 2027\" \/>\n<meta property=\"article:publisher\" content=\"http:\/\/www.facebook.com\/ExpoPlasticos\" \/>\n<meta property=\"article:published_time\" content=\"2026-10-28T19:53:44+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2026-11-03T20:03:23+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp\" \/>\n\t<meta property=\"og:image:width\" content=\"1200\" \/>\n\t<meta property=\"og:image:height\" content=\"500\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/webp\" \/>\n<meta name=\"author\" content=\"daniela\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:title\" content=\"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas\" \/>\n<meta name=\"twitter:description\" content=\"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.\" \/>\n<meta name=\"twitter:image\" content=\"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp\" \/>\n<meta name=\"twitter:creator\" content=\"@expoplasticos\" \/>\n<meta name=\"twitter:site\" content=\"@expoplasticos\" \/>\n<meta name=\"twitter:label1\" content=\"Escrito por\" \/>\n\t<meta name=\"twitter:data1\" content=\"daniela\" \/>\n\t<meta name=\"twitter:label2\" content=\"Tiempo de lectura\" \/>\n\t<meta name=\"twitter:data2\" content=\"15 minutos\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/#article\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/\"},\"author\":{\"name\":\"daniela\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#\\\/schema\\\/person\\\/c14a8de37d62fa837c48472178d1c081\"},\"headline\":\"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas\",\"datePublished\":\"2026-10-28T19:53:44+00:00\",\"dateModified\":\"2026-11-03T20:03:23+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/\"},\"wordCount\":3477,\"publisher\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#organization\"},\"image\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/#primaryimage\"},\"thumbnailUrl\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/wp-content\\\/uploads\\\/2026\\\/11\\\/Blog_28Octubre2026-1.webp\",\"articleSection\":[\"NOTICIAS\"],\"inLanguage\":\"es\"},{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/\",\"url\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/\",\"name\":\"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas - Expo Pl\u00e1sticos 2027\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/#primaryimage\"},\"image\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/#primaryimage\"},\"thumbnailUrl\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/wp-content\\\/uploads\\\/2026\\\/11\\\/Blog_28Octubre2026-1.webp\",\"datePublished\":\"2026-10-28T19:53:44+00:00\",\"dateModified\":\"2026-11-03T20:03:23+00:00\",\"description\":\"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.\",\"breadcrumb\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/#breadcrumb\"},\"inLanguage\":\"es\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/\"]}]},{\"@type\":\"ImageObject\",\"inLanguage\":\"es\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/#primaryimage\",\"url\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/wp-content\\\/uploads\\\/2026\\\/11\\\/Blog_28Octubre2026-1.webp\",\"contentUrl\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/wp-content\\\/uploads\\\/2026\\\/11\\\/Blog_28Octubre2026-1.webp\",\"width\":1200,\"height\":500},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\\\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Inicio\",\"item\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"NOTICIAS\",\"item\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/category\\\/noticias\\\/\"},{\"@type\":\"ListItem\",\"position\":3,\"name\":\"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#website\",\"url\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/\",\"name\":\"Expo Pl\u00e1sticos 2026\",\"description\":\"El punto de encuentro para la transformaci\u00f3n de la industria del pl\u00e1stico\",\"publisher\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"es\"},{\"@type\":\"Organization\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#organization\",\"name\":\"Expo Pl\u00e1sticos 2026\",\"url\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"es\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#\\\/schema\\\/logo\\\/image\\\/\",\"url\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/wp-content\\\/uploads\\\/2025\\\/10\\\/EP26_LogYoast.webp\",\"contentUrl\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/wp-content\\\/uploads\\\/2025\\\/10\\\/EP26_LogYoast.webp\",\"width\":875,\"height\":286,\"caption\":\"Expo Pl\u00e1sticos 2026\"},\"image\":{\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#\\\/schema\\\/logo\\\/image\\\/\"},\"sameAs\":[\"http:\\\/\\\/www.facebook.com\\\/ExpoPlasticos\",\"https:\\\/\\\/x.com\\\/expoplasticos\",\"http:\\\/\\\/www.instagram.com\\\/ExpoPlasticos\",\"https:\\\/\\\/www.linkedin.com\\\/company\\\/expoplasticos\\\/posts\\\/?feedView=all\",\"https:\\\/\\\/www.youtube.com\\\/@ExpoPlasticos\"]},{\"@type\":\"Person\",\"@id\":\"https:\\\/\\\/expoplasticos.mx\\\/2026\\\/#\\\/schema\\\/person\\\/c14a8de37d62fa837c48472178d1c081\",\"name\":\"daniela\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"es\",\"@id\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/6804e94c76f778ac07bce28b7595d8a0248a29d955fb308ffce6715e3d08c55f?s=96&d=mm&r=g\",\"url\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/6804e94c76f778ac07bce28b7595d8a0248a29d955fb308ffce6715e3d08c55f?s=96&d=mm&r=g\",\"contentUrl\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/6804e94c76f778ac07bce28b7595d8a0248a29d955fb308ffce6715e3d08c55f?s=96&d=mm&r=g\",\"caption\":\"daniela\"},\"sameAs\":[\"http:\\\/\\\/expoplasticos.mx\\\/2026\"]}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas - Expo Pl\u00e1sticos 2027","description":"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/","og_locale":"es_ES","og_type":"article","og_title":"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas","og_description":"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.","og_url":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/","og_site_name":"Expo Pl\u00e1sticos 2027","article_publisher":"http:\/\/www.facebook.com\/ExpoPlasticos","article_published_time":"2026-10-28T19:53:44+00:00","article_modified_time":"2026-11-03T20:03:23+00:00","og_image":[{"width":1200,"height":500,"url":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp","type":"image\/webp"}],"author":"daniela","twitter_card":"summary_large_image","twitter_title":"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas","twitter_description":"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.","twitter_image":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp","twitter_creator":"@expoplasticos","twitter_site":"@expoplasticos","twitter_misc":{"Escrito por":"daniela","Tiempo de lectura":"15 minutos"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/#article","isPartOf":{"@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/"},"author":{"name":"daniela","@id":"https:\/\/expoplasticos.mx\/2026\/#\/schema\/person\/c14a8de37d62fa837c48472178d1c081"},"headline":"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas","datePublished":"2026-10-28T19:53:44+00:00","dateModified":"2026-11-03T20:03:23+00:00","mainEntityOfPage":{"@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/"},"wordCount":3477,"publisher":{"@id":"https:\/\/expoplasticos.mx\/2026\/#organization"},"image":{"@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/#primaryimage"},"thumbnailUrl":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp","articleSection":["NOTICIAS"],"inLanguage":"es"},{"@type":"WebPage","@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/","url":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/","name":"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas - Expo Pl\u00e1sticos 2027","isPartOf":{"@id":"https:\/\/expoplasticos.mx\/2026\/#website"},"primaryImageOfPage":{"@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/#primaryimage"},"image":{"@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/#primaryimage"},"thumbnailUrl":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp","datePublished":"2026-10-28T19:53:44+00:00","dateModified":"2026-11-03T20:03:23+00:00","description":"La extrusi\u00f3n de pl\u00e1stico es uno de los procesos fundamentales de transformaci\u00f3n de pol\u00edmeros termopl\u00e1sticos.","breadcrumb":{"@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/#breadcrumb"},"inLanguage":"es","potentialAction":[{"@type":"ReadAction","target":["https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/"]}]},{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/#primaryimage","url":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp","contentUrl":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2026\/11\/Blog_28Octubre2026-1.webp","width":1200,"height":500},{"@type":"BreadcrumbList","@id":"https:\/\/expoplasticos.mx\/2026\/extrusion-de-plastico-tecnologias-procesos-y-aplicaciones-de-peliculas-y-laminas\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Inicio","item":"https:\/\/expoplasticos.mx\/2026\/"},{"@type":"ListItem","position":2,"name":"NOTICIAS","item":"https:\/\/expoplasticos.mx\/2026\/category\/noticias\/"},{"@type":"ListItem","position":3,"name":"Extrusi\u00f3n de pl\u00e1stico: tecnolog\u00edas, procesos y aplicaciones de pel\u00edculas y l\u00e1minas"}]},{"@type":"WebSite","@id":"https:\/\/expoplasticos.mx\/2026\/#website","url":"https:\/\/expoplasticos.mx\/2026\/","name":"Expo Pl\u00e1sticos 2026","description":"El punto de encuentro para la transformaci\u00f3n de la industria del pl\u00e1stico","publisher":{"@id":"https:\/\/expoplasticos.mx\/2026\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/expoplasticos.mx\/2026\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"es"},{"@type":"Organization","@id":"https:\/\/expoplasticos.mx\/2026\/#organization","name":"Expo Pl\u00e1sticos 2026","url":"https:\/\/expoplasticos.mx\/2026\/","logo":{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/expoplasticos.mx\/2026\/#\/schema\/logo\/image\/","url":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2025\/10\/EP26_LogYoast.webp","contentUrl":"https:\/\/expoplasticos.mx\/2026\/wp-content\/uploads\/2025\/10\/EP26_LogYoast.webp","width":875,"height":286,"caption":"Expo Pl\u00e1sticos 2026"},"image":{"@id":"https:\/\/expoplasticos.mx\/2026\/#\/schema\/logo\/image\/"},"sameAs":["http:\/\/www.facebook.com\/ExpoPlasticos","https:\/\/x.com\/expoplasticos","http:\/\/www.instagram.com\/ExpoPlasticos","https:\/\/www.linkedin.com\/company\/expoplasticos\/posts\/?feedView=all","https:\/\/www.youtube.com\/@ExpoPlasticos"]},{"@type":"Person","@id":"https:\/\/expoplasticos.mx\/2026\/#\/schema\/person\/c14a8de37d62fa837c48472178d1c081","name":"daniela","image":{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/secure.gravatar.com\/avatar\/6804e94c76f778ac07bce28b7595d8a0248a29d955fb308ffce6715e3d08c55f?s=96&d=mm&r=g","url":"https:\/\/secure.gravatar.com\/avatar\/6804e94c76f778ac07bce28b7595d8a0248a29d955fb308ffce6715e3d08c55f?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/6804e94c76f778ac07bce28b7595d8a0248a29d955fb308ffce6715e3d08c55f?s=96&d=mm&r=g","caption":"daniela"},"sameAs":["http:\/\/expoplasticos.mx\/2026"]}]}},"_links":{"self":[{"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/posts\/987502372","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/comments?post=987502372"}],"version-history":[{"count":2,"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/posts\/987502372\/revisions"}],"predecessor-version":[{"id":987502378,"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/posts\/987502372\/revisions\/987502378"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/media\/987502374"}],"wp:attachment":[{"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/media?parent=987502372"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/categories?post=987502372"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/expoplasticos.mx\/2026\/wp-json\/wp\/v2\/tags?post=987502372"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}