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<resTitle>Impactes a la costa pel canvi climàtic del projecte PIMA-ADAPTA-COSTAS</resTitle>
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<keyword>IDEIB</keyword>
<keyword>Illes Balears</keyword>
<keyword>Mallorca</keyword>
<keyword>Menorca</keyword>
<keyword>Eivissa</keyword>
<keyword>Formentera</keyword>
<keyword>Govern de les Illes Balears</keyword>
<keyword>GOIB</keyword>
<keyword>regional</keyword>
<keyword>Servei d’Informació Territorial de les Illes Balears</keyword>
<keyword>SITIBSA</keyword>
<keyword>SOCIB</keyword>
<keyword>Energia</keyword>
<keyword>pima</keyword>
<keyword>PIMA</keyword>
<keyword>PIMA ADAPTA COSTAS</keyword>
<keyword>canvi</keyword>
<keyword>cambio</keyword>
<keyword>climàtic</keyword>
<keyword>climático</keyword>
<keyword>costa</keyword>
<keyword>playas</keyword>
<keyword>platges</keyword>
<keyword>platja</keyword>
<keyword>playa</keyword>
<keyword>cambio climático</keyword>
<keyword>canvi climàtic</keyword>
<keyword>climate change</keyword>
<keyword>ADAPTA</keyword>
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<idPurp>Aquest servei té la finalitat de dotar de criteris i indicadors per al desenvolupament i disseny del Pla d’Adaptació a la Inundació Costanera de les Illes...</idPurp>
<idAbs>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;div style='font-size:12pt'&gt;&lt;p&gt;&lt;span&gt;Inclou tres grups de dades: Un primer que fa referència a la característica física de les platges (longitud, altura berma, pendent platja submergida, calibre del sediment). El segon grup incorpora diferents indicadors del seu clima marítim obtinguts a partir de la propagació de l’onatge, marees i surges des d’aigües externes a 10 m de profunditat (Hs, Tp, Dir, extremals). Finalment, el tercer grup inclou l’abast de la inundació costaner associada als diferents escenaris de canvi climàtic i el règim extremal associat&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;a href='http://ideib.caib.es/cataleg/srv/cat/catalog.search#/metadata/abdd8585-1d55-4001-80cd-8b59422cb780' target='_blank'&gt;METADADA COMPLETA I URL DEL SERVEI WMS&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;(ES) Incluye tres grupos de datos: Un primer grupo hace referencia a las características físicas de las playas (longitud, altura berma, pendiente playa sumergida, calibre del sedimento). El segundo grupo incorpora diferentes indicadores de su clima marítimo obtenidos a partir de la propagación del oleaje, mareas y &amp;quot;surges&amp;quot; desde aguas externas a 10 m de profundidad (Hs, Tp, Dir, extremales). Finalmente, el tercer grupo incluye el alcance de la inundación costero asociada a los diferentes escenarios de cambio climático y el régimen extremal asociado.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;(EN) Includes three groups of data: The first one that refers to the physical characteristics of the beaches (length, berm height, submerged beach slope, sediment caliber). The second group incorporates different indicators of its maritime climate obtained from the propagation of waves, tides and arises from external waters at a depth of 10 m (Hs, Tp, Dir, extremal). Finally, the third group includes the extent of coastal flooding associated with the different climate change scenarios and the associated extreme regime.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
<idCredit>SOCIB - www.icgib.org</idCredit>
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</Data>
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