Éste es el enlace a tres videos de presentación de un producto consistente en geocontenedores o geobolsas realizadas de materiales geosintéticos rellenos de arena para protección de costas y riberas de ríos.
Están comercializados por geofabrics.com. en Australia bajo patente de tencate.com (UK).
![geocontenedors geobolsas geocontenedors geobolsas](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_uyWmDS1rDQ19G4dZdKTatg6qsBFNFoxipAkBYksmt2Cy7tLfCa4qqoIXDKk_Hu-b95VQ3vgGFMHzW5jULRiMGwIhl5GWlNcRBBkVFUNgi81dARonDP1ovhAgs9VJCXY-iIpRZrCmuUSd6fkQg9KO6OHndjRiAZFte9AJdER53pextl9qiBlDm_kjpmtub-Zsbmv5NM=s0-d)
![geocontenedors geobolsas geocontenedors geobolsas](data:image/jpeg;base64,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)
![geocontenedors geobolsas geocontenedors geobolsas](https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcSya-_3XgMj4DPJaSDX-y_O59otsQY-es7H0ygsqmt4ZPeBC5Pi)
![geocontenedors geobolsas geocontenedors geobolsas](https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcRbsHEL63GmTedH0A_2em849vWZm4W0XGYCz6ZKjEvsT3dnN90Z7g)
¿Podría ser una alternativa a las escolleras de caliza para entornos fluviales?
Están comercializados por geofabrics.com. en Australia bajo patente de tencate.com (UK).
¿Podría ser una alternativa a las escolleras de caliza para entornos fluviales?
Creemos desde Issetube que sí, además de tener muchas más aplicaciones, como aprovechar el dragado para llenar geotubos que luego se utilizan como núcleo e escollera, o bolsas y geocontenedores de pequeñas dimensiones para la desecación de fangos.
ResponderEliminarEn otros países de Latinoamérica empieza a ser una práctica común el uso de estos materiales, y desde aquí, no acabo de entender porque no existen referencias de su uso en España.
Informarles que aquí también fabricamos estos productos.