Como documento adicional de cierre del Proyecto el Proyecto MARSOL, el consorcio acaba de publicar su “policy brief”. En éste pretende sintetizar los objetivos básicos trazados al inicio del Proyecto y en qué grado han sido conseguidos los planteamientos principales.
Policy brief:
Results of the demonstration sites will be used to develop guidelines for MAR site selection, technical realization, monitoring strategies, and modelling approaches, to offer stakeholders a comprehensive state of the art and proven toolbox for MAR implementation. Further, the economic and legal aspects of MAR has been analysed to enable and accelerate market penetration.
Policy Brief document. Download. MARSOL Policy Brief_final.pdf (534,41 kb)
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)
MARSOL At a glance
Title: Demonstrating Managed Aquifer Recharge as a Solution to Water Scarcity and Drought
Instrument: Collaborative project
Total Cost: 8,039,988.20 €
EC Contribution: 5,176,078.00 €
Duration: 36 months
Start Date: 01.12.2014
Consortium: 21 Partners
Project Coordinator: Prof. Dr. Christoph Schüth, TU Darmstadt, Germany
Project Web Site: www.marsol.eu
Key Words: Water Resources Management, Improving Water Availability, Water Scarcity, Drought Mitigation, Water Technology, Artificial Groundwater Recharge, Managed Aquifer Recharge, Mediterranean