Affiliation:
1. Inner Mongolia University of Technology, College of Sciences, Hohhot, China
Abstract
A numerical method for solving a class of heat conduction equations with
variable coefficients in one dimensional space is demonstrated. This method
combines the Crank-Nicolson and Monte Carlo methods. Using Crank-Nicolson
method, the governing equations are discretized into a large sparse system of
linear algebraic equations, which are solved by Monte Carlo method. To
illustrate the usefulness of this technique, we apply it to two problems.
Numerical results show the performance of the present work.
Publisher
National Library of Serbia
Subject
Renewable Energy, Sustainability and the Environment
Cited by
5 articles.
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