Author: Emilio de la Rosa Oliver
Publisher:
ISBN: 9788474930986
Category :
Languages : es
Pages : 336

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Author: Emilio de la Rosa Oliver
Publisher:
ISBN:
Category :
Languages : es
Pages : 0

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Author: Fuente Wikipedia
Publisher: University-Press.org
ISBN: 9781230711324
Category :
Languages : en
Pages : 50

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Book Description
Fuente: Wikipedia. Paginas: 48. Capitulos: Condiciones de frontera, Ecuaciones elipticas en derivadas parciales, Ecuaciones hiperbolicas en derivadas parciales, Ecuaciones parabolicas en derivadas parciales, Teoria del potencial, Potencial electrico, Ecuacion del calor, Ecuacion de Dirac, Ecuacion de Schrodinger, Ecuacion de onda, Atomo de hidrogeno, Desarrollo multipolar, Armonicos esfericos, Ecuacion de Laplace, Ecuacion de Hamilton-Jacobi, Ecuacion en derivadas parciales, Teoria clasica de campos, Ecuacion de Mason-Weaver, Campo gravitatorio, Problema de Dirichlet, Ecuacion de la eikonal, Condicion de frontera de Cauchy, Ecuacion de Poisson, Ecuacion de Fokker-Planck, Sistema de reaccion-difusion, Condicion de frontera de Robin, Ecuacion de Rarita-Schwinger, Ecuacion de Helmholtz, Nucleo de Poisson, Aplicacion de la ecuacion de Poisson en macromoleculas, Ecuacion biarmonica, Formula de d'Alembert, Numero de Courant-Friedrich-Levy, Condicion de frontera de Dirichlet, D'Alambertiano, Condicion de frontera de Neumann, Ecuacion de difusion, Adveccion, Solucion fundamental, Condicion de frontera mixta, Ecuacion de conveccion-difusion, Ecuacion eliptica en derivadas parciales, Ecuacion parabolica en derivadas parciales, Problema de Stefan, Ecuacion hiperbolica en derivadas parciales, Momento multipolar. Extracto: La ecuacion del calor es una importante ecuacion diferencial en derivadas parciales que describe la distribucion del calor (o variaciones de la temperatura) en una region a lo largo del transcurso del tiempo. Para el caso de una funcion de tres variables en el espacio (x, y, z) y la variable temporal t, la ecuacion del calor es donde es la difusividad termica, que es una propiedad el material. La ecuacion del calor es de una importancia fundamental en numerosos y diversos campos de la ciencia. En las matematicas, es las ecuaciones parabolicas en derivadas parciales por antonomasia. En la.

Author: BELLIDO GUERRERO, JOSE CARLOS
Publisher: Ediciones Paraninfo, S.A.
ISBN: 8428330166
Category : Education
Languages : es
Pages : 198

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En este texto se desarrollan los contenidos de Ecuaciones en Derivadas Parciales y Análisis de Fourier habituales en un grado de Ingeniería o Ciencias Aplicadas, o en un curso introductorio en el tema en Ciencias Físicas o Matemáticas. El enfoque del texto es directo y eminentemente práctico, prescindiendo de desarrollos matemáticos excesivos, pero manteniendo un cierto rigor matemático y evitando lagunas lógicas de contenido. En las explicaciones prevalecen de manera evidente las ideas y conceptos sobre los desarrollos. La presentación incluye numerosos ejemplos, muchos de ellos basados en modelos de la Física y la Ingeniería.

Author: Manuel García Mañes
Publisher:
ISBN: 9788460465492
Category :
Languages : es
Pages : 601

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Author: Guido Stampacchia
Publisher:
ISBN:
Category : Differential equations, Elliptic
Languages : es
Pages : 44

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Author: Ángel Manuel Ramos del Olmo
Publisher:
ISBN:
Category :
Languages : es
Pages : 0

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Author: Hans Felix Weinberger
Publisher:
ISBN:
Category :
Languages : es
Pages : 467

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Author: Earl A. Coddington
Publisher: Krieger Publishing Company
ISBN: 9780898747553
Category : Mathematics
Languages : en
Pages : 429

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Book Description
The prerequisite for the study of this book is a knowledge of matrices and the essentials of functions of a complex variable. It has been developed from courses given by the authors and probably contains more material than will ordinarily be covered in a one-year course. It is hoped that the book will be a useful text in the application of differential equations as well as for the pure mathematician.

Author: Kenneth Train
Publisher: MIT Press
ISBN: 9780262200554
Category : Business & Economics
Languages : en
Pages : 282

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Book Description
This book addresses two significant research areas in an interdependent fashion. It is first of all a comprehensive but concise text that covers the recently developed and widely applicable methods of qualitative choice analysis, illustrating the general theory through simulation models of automobile demand and use. It is also a detailed study of automobile demand and use, presenting forecasts based on these powerful new techniques. The book develops the general principles that underlie qualitative choice models that are now being applied in numerous fields in addition to transportation, such as housing, labor, energy, communications, and criminology. The general form, derivation, and estimation of qualitative choice models are explained, and the major models - logit, probit, and GEV - are discussed in detail. And continuous/discrete models are introduced. In these, qualitative choice methods and standard regression techniques are combined to analyze situations that neither alone can accurately forecast. Summarizing previous research on auto demand, the book shows how qualitative choice methods can be used by applying them to specific auto-related decisions as the aggregate of individuals' choices. The simulation model that is constructed is a significant improvement over older models, and should prove more useful to agencies and organizations requiring accurate forecasting of auto demand and use for planning and policy development. The book concludes with an actual case study based on a model designed for the investigations of the California Energy Commission. Kenneth Train is Visiting Associate Professor in Economics at the University of California, Berkeley, and Director of Economic Research at Cambridge Systematics, Inc., also in Berkeley. Qualitative Choice Analysisis included in The MIT Press Transportation Studies Series, edited by Marvin L. Manheim.