martes, 9 de diciembre de 2014

Procesos geológicos: Transporte

Transporte: Es el traslado de los materiales debidos a agentes externos.

Transporte selectivo: 
Transporta a los materiales dependiendo de cuanto pesen y de qué tamaño tengan
Ríos: Transportan materiales sólidos pero no a una larga distancia.
En el curso alto, los materiales se erosionan.
En el curso medio, también se erosionan los materiales pero sobre todo se produce el transporte
   
Tipos de transporte:
                           Rodadura: Materiales con forma esférica, que rodando se mueve por el fondo.
                          Disolución: Pequeños materiales que están "mezclados" con el agua.
                          Flotación: Se transportan materiales menos densos que el agua
                          Suspensión: Más o menos se transportan materiales con la misma densidad que
                          el agua
                         Reptación: Materiales pesados que el agua arrastra por el fondo
                         Saltación: Son materiales que a base de "pequeños impulsos" se transportan.
http://1.bp.blogspot.com/-HdsO6SXfCI0/UaYtQNpAlAI/AAAAAAAAAsw/xc2Ltag-HMY/s1600/o_Universidad+de+C%C3%B3rdoba+Argentina.jpg
Transporte no selectivo
Ocurre por ejemplo en los glaciares, los materiales se transportan sin tener en cuenta el tamaño y el peso
http://recursostic.educacion.es/ciencias/biosfera/web/alumno/3ESO/agentes_2/img/valglac1.jpg 
También ocurre con las lluvias torrenciales:
-Cuenca de recepción
    -Canal de desagüe
-Abanico aluvial
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