Method of Lines and Finite Difference Schemes with the Exact Spectrum for Solution the Hyperbolic Heat Conduction Equation

Harijs Kalisab* amp; Andris Buikisab

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Method of Lines and Finite Difference Schemes with the Exact Spectrum for Solution the Hyperbolic Heat Conduction Equation

机译：用精确谱线和有限差分格式求解双曲型导热方程的方法。

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《Mathematical Modelling and Analysis》 |2011年第2期|p.220-232|共13页
作者
Harijs Kalisab* amp; Andris Buikisab;
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a Institute of Mathematics and Computer Science, University of Latvia, Raina bulvÄris 29, LV-1459, RÄ«ga, Latvija b Faculty of Physics and Mathematics, University of Latvia, Zellu ielÄ 8, LV-1002, RÄ«ga, Latvija;

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1. On behavior of preconditioned methods for a class of compact finite difference schemes in solution of hyperbolic equations [J] . M.M. Arabshahi International Journal of Applied Mathematics and Computation . 2012,第3期

机译：一类紧致双曲型方程紧致差分格式的预处理方法的行为。
2. On some finite difference schemes for solution of hyperbolic heat conduction problems [J] . ?iegis R., Mirinavi?ius A. Central European Journal of Mathematics . 2011,第5期

机译：关于双曲热传导问题的一些有限差分格式
3. On some finite difference schemes for solution of hyperbolic heat conduction problems : Open Mathematics [J] . Raimondas ?iegis, Aleksas Mirinavi?ius Open Mathematics . 2011,第5期

机译：关于双曲型导热问题的有限差分格式：开放数学
4. Hyperbolic Heat Equation in Bar and Finite Difference Schemes of Exact Spectrum [C] . A. BUIKIS, H. KALIS Latest trends on theoretical and applied mechanics, fluid mechanics and heat amp; mass transfer . 2010

机译：Bar和精确频谱有限差分格式中的双曲热方程
5. An exact solution of the 2-D hyperbolic heat conduction equation. [D] . Choudhury, Mushrif A. 2015

机译：二维双曲导热方程的精确解。
6. Method for Remote Determination of Object Coordinates in Space Based on Exact Analytical Solution of Hyperbolic Equations [O] . Vladimir Kuptsov, Vladimir Badenko, Sergei Ivanov, 2020

机译：基于双曲线方程精确分析解的空间中对象坐标的远程确定方法
7. METHOD OF LINES AND FINITE DIFFERENCE SCHEMES WITH THE EXACT SPECTRUM FOR SOLUTION THE HYPERBOLIC HEAT CONDUCTION EQUATION [O] . Harijs Kalis, Andris Buikis 2011

机译：具有精确频谱的线路和有限差分方案的方法，用于溶液双曲线热传导方程
8. EXACT BOUNDS FOR SOLUTIONS OF HYPERBOLIC EQUATIONS BY FINITE DIFFERENCE METHODS [R] . H. F. Weinberger 1959

机译：用有限差分法求解双曲型方程的精确界

Method of Lines and Finite Difference Schemes with the Exact Spectrum for Solution the Hyperbolic Heat Conduction Equation

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