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UNIVERSIDAD INECUH

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UNIVERSIDAD INECUH

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INSTRUCCIONES: Llena los huecos con la palabra o frase que completa el texto “redes de Bravais

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bachillerato
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Universidad INECUH
Universidad INECUH
Mexico

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UNIVERSIDAD INECUHOnline version

INSTRUCCIONES: Llena los huecos con la palabra o frase que completa el texto “redes de Bravais

by Universidad INECUH
1

simetría superponerse Bravais cristal red traslacional primitiva Bravais primitivos

Uno de los conceptos fundamentales en la descripción de un sólido cristalino es el de red de , que especifica cómo las unidades básicas que lo componen ( átomos , grupos de átomos o moléculas ) se repiten periódicamente a lo largo del .

A los vectores , se les llama vectores o traslaciones fundamentales de la red de Bravais . La invariancia de la red de constituye su característica más importante .

Se llama celda o unidad de una red de Bravais a un volumen del espacio tal que trasladado mediante todos los vectores de dicha red llena todo el espacio sin dejar vacíos ni superponerse . Esta condición implica que una celda unidad contiene únicamente un punto de la . Sin embargo existe un número infinito de celdas primitivas , todas ellas con el mismo volumen . Siempre es posible elegir una región ( que pueda contener más de un punto de la red ) que , trasladada mediante un subconjunto de vectores de la red , llena el espacio sin dejar vacíos ni . Dichas celdas unidades ( no primitivas ) pueden elegirse de modo que reflejen mejor la de la red .

 
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