Conurbación :es la unión de áreas metropolitanas. Tanto para la geografía como para el urbanismo, los términos "conurbación" y "conurbano" tienen que ver con el proceso y el resultado del crecimiento de varias ciudades que se integran para formar un solo sistema que suele estar jerarquizado, si bien las distintas unidades que lo componen pueden mantener su independencia funcional y dinámica.
Metrópoli es el término que se utilizaba en la Grecia antigua para las ciudades a partir de las cuales se crearía más tarde una colonia
Área metropolitana es una región urbana que engloba una ciudad central que da nombre al área
Región metropolitana es la parte o la área metropolitana que es la mas poblada en una cuidad por ejemplo Madrid
Megalópolis: es un área urbana suprarregional formada por la sucesión de diversos tipos de aglomeraciones urbanas
Etiquetas
- APUNTES
- Causas de la disolución de la URSS
- ciudades de diferentes mundos
- Collage del sector primario.
- Comparaciones
- conceptos
- definiciones
- franquismo
- Globalización en la industria
- importancia de las normas
- mapa conceptual
- mapas
- Nuevas formas de producción
- Piramide
- Relieve
- Sector primario en la Comunidad de Madrid
- Sistema económico
- trabajo infantil
miércoles, 29 de enero de 2014
miércoles, 15 de enero de 2014
París VS Las Favelas de Sao Paulo
París es una ciudad muy amplia que al tener mas antigüedad los edificios no tiene mucha altura comparándola con las Favelas de Sao Paulo. Las dos ciudades son muy diferentes en la distribución de las casa y calles .El nivel de criminalidad muy alto comparado con parís .Las dos ciudades tienen también un nivel social de vida muy distinto porque en las Favelas la gente trabaja en drogas y partes de ese mundillo , en parís la gente vive mas en trabajos menos de delictivos .París esta enfocada mas en el turismo.
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)
viernes, 10 de enero de 2014
Concepto de ciudad en España
Una ciudad es un núcleo de población que concentra numerosos habitantes; cuenta con una edificación densa y en altura, desempeña funciones, principales industriales y terciarias, y ejerce su influencia sobre un entorno mas o menos amplio.
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