An Analysis of Time Dependent Coordinate Transformation For Second Order Partial Differential Equation

Published in Journal

Journal of Advances in Science and Technology [JAST] (Vol:8/ Issue: 16) DOI: 10.29070/JAST
Authors: Sonia .*,
Subjects: Science & Technology

Year: Feb, 2015
Volume: 8 / Issue: 16
Pages: 0 - 0 (0)
Publisher: Ignited Minds Journals
Source:
E-ISSN: 2230-9659
DOI:
Published URL: http://ipublisher.in/p/55947
Published On: Feb, 2015

Article Details

An analysis of Time Dependent Coordinate Transformation for Second Order Partial Differential Equation | Original Article

Sonia .*, in Journal of Advances in Science and Technology | Science & Technology

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ABSTRACT:

Time-dependent problems that are modeled by initial-boundary value problems for parabolic or hyperbolic partial differential equations can be treated with the boundary integral equation method. The ideal situation is when the right-hand side in the partial differential equation and the initial conditions vanish, the data are given only on the boundary of the domain, the equation has constant coefficients, and the domain does not depend on time.