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Parallelizing the Solution of the Nonlinear Heat Conduction Problem with the Application of the Opencl Library

机译:使用Opencl库并行求解非线性导热问题

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The paper deals with the application of parallel computation methods to the numerical solution of the nonlinear boundary value problem for the degenerate two-dimensional differential heat conduction equation. The nonlinearity of the problem stems from the power dependence of the thermal conductivity coefficient on temperature. The solution algorithm is based on the boundary element method with the application of the dual reciprocity method enabling all the computations to be brought to the boundary of the problem solution domain. A program has been developed from the presented computational algorithm. To accelerate the computation as much as possible, we use parallel programming processes and graphics processors. The program is written in the С++ programming language with the use of the OpenMP and OpenCL open standards. An example is considered to illustrate the work of the algorithm and the program; the calculation accuracy and the calculation speed are analyzed.
机译:本文将并行计算方法应用于退化的二维微分热传导方程的非线性边值问题的数值解。问题的非线性源于导热系数对温度的功率依赖性。解决方案算法基于边界元方法,并应用了对等互惠方法,使所有计算都可以带到问题解决方案域的边界。根据提出的计算算法开发了一个程序。为了尽可能加快计算速度,我们使用了并行编程过程和图形处理器。该程序是使用С++编程语言编写的,并使用了OpenMP和OpenCL开放标准。考虑一个例子来说明算法和程序的工作;分析了计算精度和计算速度。

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