CETAQUA, Centro Tecnológico del Agua, ha organizado la jornada ´Hacia una gestión más sostenible de los acuíferos´ como acto relacionada con la etapa final de los proyectos Dessin y Sasmie.
La jornada ha contado con una intensa participación y los distintos participantes han aportado su visión y misión. Algunas de las frases extraídas de contexto se presentan a continuación.
El GRUPO TRAGSA ha participado por invitación de la organización, exponiendo soluciones de detención-infiltración relacionadas con la recarga gestionada de los acuíferos.
Acceso a la ponencia de E.F. Escalante, TRAGSA: “La recarga gestionada de acuíferos como componente de la gestión hídrica integrada. Experiencias de detención-infiltración” DESSIN-DIC-17-EFE-v6.pdf (3,84 mb)
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)
Algunas aportaciones extraídas de las intervenciones:
Cada recurso tiene su momento y su oportunidad, pero las aguas subterráneas unen todos los recursos… Ya resulta preciso un cambio de paradigma en el uso del agua
Emilio Custodio
El trasfondo administrativo es un problema para las aguas subterráneas. La Administración debe ver más allá y plantearse llevar a cabo un cambio de paradigma
E. Custodio
La gestión hídrica debe adaptarse a las circunstancias ambientales específicas y globales de cada momento, tales como el cambio climático
Enrique F. Escalante
Las medidas de detención e infiltración se basan en el principio romano divide et impera
E.F. Escalante
Los diques y represas construidos en cabecera de cuenca son los mecanismos de detención- infiltración más influyentes en el volumen total de agua recargada en los acuíferos en España
E.F. Escalante
Dependiendo del uso previsto, la técnica MAR puede ser equiparable bien a una hucha, para un uso en el corto plazo, o bien a un fondo de pensiones, para reservas estratégicas
E.F. Escalante
La recarga gestionada en El Carracillo constituye un sistema pasivo, intermitente, regulado, legislado e integrado con indicadores socioeconómicos muy positivos
E.F. Escalante
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)
En la planificación hidrológica hemos hecho una huida hacia adelante
Jesús García Martínez
Un ejemplo de eficiencia hídrica y energética es plantar solamente cultivos que puedan ser recogidos con maquinaria
Mikel Irízar
Hay que apretarse los cinturones hablando de gestión integrada de los recursos hídricos, el problema es ver quién se lo va a apretar primero
Antoni Munné
Los datos de aguas subterráneas obtenidos mediante sistemas de big data deben ser interpretados por hidrogeólogos
Jordi Massana
Los expertos en el recurso pueden dar un valor añadido a los datos recopilados que permitan entender la información de una manera diferente
Marina Arnaldos
Estamos en la frontera del desierto y viviendo una etapa de mayor demanda con una mayor irregularidad pluviométrica
Rafael Mujeriego
Un embalse se ve, un acuífero no se ve y además se puede sacar agua de cualquier punto, pero la mayor dificultad para su implementar opciones de su uso es la reglamentación
Rafael Mujeriego
Se ha quitado la recarga gestionada de la Directiva de reutilización y recarga por la dificultad del guión
Rafael Mujeriego
No se puede gestionar bien lo que no se conoce. El pacto nacional del agua debería contar con un presupuesto para la mejora del conocimiento de las masas de agua, pero también hacen falta medios humanos para canalizar ese conocimiento
Bartolomé Andreo
La gestión integrada debe dar un paso más hacia la gobernanza del agua
Bartolomé Andreo
Más información (enlace externo)
Nota de prensa de CETAQUA y enlace a las ponencias
Noticia en iAgua.es
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