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Finite-Difference Schemes

Nanostructure Science and Technology, 2020
I. Tsukerman
semanticscholar   +1 more source

Finite Difference Methods I

1969
With the aid of electronic computers we can easily calculate the behaviour of oscillating water in even the most complex surge tank systems by using finite difference methods. Consequently these methods are of great importance.
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Finite-Difference Methods

1995
Finite-difference methods are important for two reasons. First, they form the background to almost all later developments. Secondly, a finite-difference method is relatively easy to construct and program to solve a particular problem, or class of problems, that may not be suitable for an existing general purpose software package using, say, finite ...
Richard L. Stoll, Kazimierz Zakrzewski
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Finite Difference Method

2001
The finite difference method is a universally applicable numerical method for the solution of differential equations. In this chapter, for a sample parabolic partial differential equation, we introduce some difference schemes and analyze their convergence. We present the well-known Lax equivalence theorem and related theoretical results, and apply them
Kendall Atkinson, Weimin Han
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A finite difference pair with improved phase and stability properties

Journal of Mathematical Chemistry, 2017
Ke Yan, T. E. Simos
semanticscholar   +1 more source

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