En Pavco Wavin, cada día nos levantamos pensando cómo podemos reducir el impacto en un contexto global en el que la conciencia acerca de los retos medioambientales y sociales es cada vez más notoria. Varias empresas están desempeñando un papel crucial en la construcción de un futuro sustentable y Pavco Wavin, no se queda atrás. Por ello ha creado su programa llamado "Take Back". Programa que tiene como objetivo no solo reducir los costos de producción, sino también minimizar los impactos ambientales al recolectar y reciclar material de tubería y accesorios de PVC usados. En este blog, exploraremos en detalle esta iniciativa innovadora de Pavco Wavin y cómo puede marcar la diferencia.
Recolectando y Reciclando PVC Usado
Desde Pavco Wavin nos comprometemos a recuperar residuos de PVC y disminuir el desperdicio en su proceso de producción. Con el Programa "Take Back", buscamos aumentar el volumen de recuperación de residuos de PVC en el país. Este programa funcionará inicialmente como un piloto en Bogotá, la capital de Colombia.
¿Cómo participar en el programa?
Si desea reciclar tuberías de PVC y accesorios, el proceso es sencillo. Visita el sitio web oficial del programa "Take Back" en https://takeback.pavcowavin.com.co/ y complete el formulario para suscribirse al servicio de recolección. El material posconsumo que se recoge debe ser PVC (Policloruro de Vinilo) y debe estar libre de cemento o concreto. Además, es importante evitar que contenga alambres, puntillas, tornillos u otros metales ferrosos y no ferrosos. También debe asegurarse de que los residuos no contengan caucho o adhesivos.
¿Cómo preparar el material para reciclaje?
El material recopilado debe almacenarse en una caja separada de otros materiales, como botellas PET, bolsas de polipropileno, canecas de pintura u otros plásticos. La capacidad mínima para la recolección varía: para obras, el mínimo es de 500 kg, y para ferreterías, es de 200 kg.
¿Cómo nos seguimos comprometiendo?
En el programa de Recicle con Pavco Wavin seguimos enfocados en reducir los índices de "scrap" o desperdicios en su proceso de producción. Esto se logra a través de fórmulas que cumplen con los estándares de calidad y evitan componentes que dificulten el reciclaje o tengan impactos negativos en el medio ambiente. La empresa también invierte en la renovación de equipos de producción para reducir el consumo de energía y mejorar la estabilización de procesos.
¿Qué papel juega la economía circular?
La innovación desempeña un papel crucial en el diseño de productos de Pavco Wavin. Ejemplos notables son las tuberías de PVC-O, que ofrecen una reducción del 50% en el uso de materias primas manteniendo altos estándares de calidad. Además, las celdas AquaCell NG representan una solución innovadora para la gestión de aguas pluviales en entornos urbanos, utilizando polipropileno reciclado.
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)
Colaboración para reducir la huella de carbono
No estamos solo en esta misión de reducir la huella de carbono y abordar la crisis climática. Colaboramos con otras empresas como Vestolit y Ambientes Plásticos en el programa "Vinilo en Movimiento", centrado en la recolección de PVC y la reducción de la huella de carbono. Conozca aquí: https://pavcowavin.com.co/con-sistemas-de-drenaje-urbano cuáles herramientas tenemos a disposición para atender la crisis climática desde las ciudades.
Seguimiento y Evaluación
El programa "Take Back" y otras iniciativas de Pavco Wavin nos permiten realizar un seguimiento del volumen de material de PVC recolectado y transformado, demostrando así la reducción de residuos. Además, estamos trabajando en la obtención de Certificados de Declaración Ambiental de Producto (EPDs) para demostrar la huella de carbono de nuestros productos.
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)
La economía circular es una necesidad urgente, y Pavco Wavin está demostrando su compromiso con la sostenibilidad y la reducción del desperdicio a través de esta y otras iniciativas.
Acompáñenos en este emocionante viaje hacia un mundo más amigable con el medio ambiente, donde cada paso que demos tiene un impacto positivo. Si desea conocer más acerca de las acciones sostenibles de Pavco Wavin, lo invitamos a seguirnos en nuestras Facebook, Instagram y Youtube y participar en el diálogo. Juntos, podemos construir un futuro más prometedor y respetuoso con el entorno para las próximas generaciones.