La UPV-IIAMA ha anunciado el lanzamiento de una nueva versión del software Aquatool, (6.4.3) donde han incluido ajustes y mejoras.
El módulo SIMGES es un modelo general para la Simulación de la Gestión de Cuencas, o sistemas de recursos hidráulicos complejos, en los que se dispone de elementos de regulación o almacenamiento tanto superficiales como subterráneos, de captación, de transporte, de utilización y/o consumo, y de dispositivos de recarga artificial.
Más Info y descargas: https://www.upv.es/aquatool/es/aquatool_es.html
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)
Módulos Aquatool