tema 8 cono
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Tema 8: La energa y los cambios Item 8: The energy and the changes
Nieves Calcerrada y Denisa Muresan
5
Curso 2012/13
Tema 8: La energa y los cambios
Item 8: The energy and the changes
Qu es la energa?
La energa es todo lo que provoca cambios en las cosas. Es invisible, no ocupa espacio ni tiene masa; no es materia.
La energa:sus formas y sus transformaciones
Power: its forms and
transformations
La energa luminosa
La energa calorfica
La energa mecnica
La energa elctrica
La energa qumica
La energa nuclear
Las formas de energa
The forms of energy
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El calor del Sol se transforma en energa mecnica.
La luz del Sol se transforma en energa qumica.
Las transformaciones de la energa
Transformations of energy
Las combustiones son una transformacin de la energa que se produce cundo ciertas sustancias, llamadas combustibles, reaccionan con el oxgeno y se queman, liberando su energa qumica en forma de calor y luz.
Las combustiones
The combustion
De dnde obtenemos la energa?
Las fuentes de energa son los recursos naturales de los que obtenemos la energa que utilizamos. Pueden ser no renovables o renovables.
Las fuentes de energa
Energy sources
Los combustibles fsiles(el carbn, el gas natural y el petrleo)
Las sustancias radiactivas.
Las fuentes de energa no renovables
The non-renewable energy sources
La energa del Sol (calor y luz)
El viento
El agua en movimiento
La biomasa.
Las fuentes de energa renovables
The renewable energy sources
El consumo de energa y sus problemas
La energa que consumimos procede principalmente de fuente de energa no renovables, que se agotarn.
El ser humano y el consumo de energa
The man and the power consumption
Gases y humos.
Residuos muy peligrosos.
Petrleo
Afeamos el paisaje y alteramos los ecosistemas
Perjudicamos los ecosistemas de los ros.
Los daos que provocamos en el medio ambiente
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data:image/jpeg;base64,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http://1.bp.blogspot.com/_DrIQ2zqFp2s/TAWR4fC40SI/AAAAAAAAAAk/9010zMY6AUI/s1600/largo6.jpg
La energa luminosa
La energa calorfica
La energa mecnica
La energa elctrica
La energa qumica
La energa nuclear
Las formas de la energa
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