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Home > Art, Film & Photography > Algebra Multilineal: Calculo Tensorial, Mecanica de La Fractura, Producto Tensorial, Tensor de Curvatura, Tensor Metrico, Tensor Deformacion
Algebra Multilineal: Calculo Tensorial, Mecanica de La Fractura, Producto Tensorial, Tensor de Curvatura, Tensor Metrico, Tensor Deformacion

Algebra Multilineal: Calculo Tensorial, Mecanica de La Fractura, Producto Tensorial, Tensor de Curvatura, Tensor Metrico, Tensor Deformacion


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About the Book

Fuente: Wikipedia. Paginas: 38. Capitulos: Calculo tensorial, Mecanica de la fractura, Producto tensorial, Tensor de curvatura, Tensor metrico, Tensor deformacion, Tension mecanica, Producto de Kronecker, Producto exterior, Conexion de Cartan, Dual de Hodge, Forma diferencial, Covariancia y contravariancia, Convenio de sumacion de Einstein, Ley de subir o bajar indices, Tensor de Ricci, Tensor tension de Piola-Kirchhoff, Simbolo de Levi-Civita, Formalismo de Cartan, Algebra tensorial, Simetrizacion y antisimetrizacion, Derivada exterior, Campo tensorial, Forma de curvatura, Forma multilineal, Densidad tensorial, Forma bilineal definida, Seccion, Teoria de twistores, Operador bilineal. Extracto: En matematicas y en fisica, un tensor es cierta clase de entidad algebraica de varias componentes, que generaliza los conceptos de escalar, vector y matriz de una manera que sea independiente de cualquier sistema de coordenadas elegido. En adelante utilizaremos el convenio de sumacion de Einstein. Una vez elegida una base vectorial, las componentes de un tensor en una base vendran dadas por una multimatriz. El orden de un tensor sera el numero de indices necesario para especificar sin ambiguedad una componente de un tensor: un escalar sera considerado como un tensor de orden 0; un vector, un tensor de orden 1; y dada una base vectorial, los tensores de segundo orden pueden ser representados por una matriz. La palabra "tensor" se utiliza a menudo como abreviatura de campo tensorial, que es un valor tensorial definido en cada punto en una variedad (matematica). El primero en utilizar esta palabra fue William Rowan Hamilton en 1846, empleandola para lo que actualmente se conoce como modulo y fue Woldemar Voigt en 1899 quien la empleo en su acepcion actual. La palabra tensor proviene del latin tensus, participio pasado de tendere 'estirar, extender'. El nombre se extendio porque la teoria de la elasticidad fue una de las primeras aplicaciones fisicas donde se usaron tensores....


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Product Details
  • ISBN-13: 9781231469248
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 40
  • Spine Width: 2 mm
  • Weight: 91 gr
  • ISBN-10: 1231469242
  • Publisher Date: 27 May 2011
  • Binding: Paperback
  • Language: Spanish
  • Returnable: N
  • Sub Title: Calculo Tensorial, Mecanica de La Fractura, Producto Tensorial, Tensor de Curvatura, Tensor Metrico, Tensor Deformacion
  • Width: 189 mm


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