Kategorier: Alle

af U Soledad Fleitas 2 år siden

393

GEOGRAFÍA COMO CIENCIA

Geografi som vetenskap har genomgått betydande förändringar över tid, från premoderna till moderna och samtida perioder. Under den industriella revolutionen skedde en snabb industrialisering, särskilt i länder som Frankrike, Belgien och Tyskland, vilket ledde till teknologiska framsteg och förändringar i transport och marknader.

GEOGRAFÍA COMO CIENCIA

objeto de estudio

GEOGRAFÍA COMO CIENCIA

RAMAS

G. HUMANA
CARTOGRAFIA
G. FISICA

ESPACIO GEOGRÁFICO

Resultado de imagen para el espacio geografico

El espacio Geográfico

poblacion
región
ambiente
paisaje
territorio

La Región como unidad espacial

PLANIFICACIÓN TERRITORIAL

Revolucion Industrial
industrialización

industrialización espacial

Alemania

Belgica

Francia

revolucion tecnica

revolución en el transporte

impluso del mercado
sistema económico capitalista
liberalismo económico
cambios sociales

proceso de urbanizacion

planificacion territorial

practica urbanística

financiación empresaria urbanización
fin del feudalismo
estado territorial y soberano
organización del trabajo

urbano

nueva organización política

SU EVOLUCIÓN

PERIODO ACTUAL DE LA GEOGRAFIA
PERIODO CONTEMPORÁNEO
PERIODO MODERNO
PERIODO PREMODERNO

DISTRIBUCIÓN ESPACIAL

DE LOS FENOMENOS
FÍSICOS
HUMANOS

Es una ciencia de conexiones

ANALIZA
LA INTERDEPENDENCIA

ÁREAS GEOGRAFICAS

PROC. NATURALES

ACTIVIDADES SOCIALES

HOMBRE Y EL MEDIO AMBIENTE

CAMPO DE ESTUDIO

ELEMENTOS BIOLOGICOS
flora
fauna
ELEMENTOS HUMANOS
organizacion geopolitica
organizacion politica
organizacion economica
ELEMENTOS CLIMATOLOGICOS
pesipitacion
presion
temperatura
HIDROGRAFÍA
Hidrosfera

agua salada

agua dulce

GEOMORFOLOGÍA
Relieve

Submarino

Terrestre

GEOGRAFÍA REGIONAL

Región de estudio
administrativa
historica
natural
urbana
economica
Lucien Febvre y Vidal de la Blanche

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

sus padres
Análisis regional
tipos de analisis

tipos de region

el análisis económico regional

estudia la relación
Espacio Concreto
la ciencia regional
evolución del estudio dela región en Geografía
Interpretación y definición de espacios concretos
se relaciona con
identidades comunitarias
perspectivas radicales del desarrollo desigual
narrativa de regiones y lugares
geo. cultural