A fractional generalization of the Lauwerier formulation of the temperature field problem in oil strata Una generalización fraccional de la formulación Lauwerier para los problemas de las temperaturas en pozos petroleros

A fractional generalization of the Lauwerier formulation of the temperature field problem in oil strata Una generalización fraccional de la formulación Lauwerier para los problemas de las temperaturas en pozos petroleros

In the present paper we give a fractional generalization of the Lauwerier formulation of the boundary value problem of the temperature field in oil strata. The Caputo fractional derivative operator and the Laplace transform are the important tools for solving the proposed problem. By using Efros’ th...

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Bibliographic Details
Main Author: Mridula Garg
Format: Article
Language:English
Published: Universidad del Zulia 2007-08-01
Series:Revista Técnica de la Facultad de Ingeniería
Subjects:
Derivada fraccional de Caputo
transformada de Laplace
teorema de Efros
teorema de convolución
función de Wright
funciones auxiliares
ecuación fraccional de calor
Caputo’s fractional derivative
Laplace transform
Efros’ theorem
convolution theorem
Wright’s function
auxiliary functions
fractional heat equation
Online Access:http://wwww.scielo.org.ve/scielo.php?script=sci_arttext&pid=S0254-07702007000200009

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http://wwww.scielo.org.ve/scielo.php?script=sci_arttext&pid=S0254-07702007000200009

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