基于波形松弛法的微分-代数系统求解器

A. Secchi, M. Morari, E. Biscaia
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引用次数: 5

摘要

利用系统积分的一种迭代方法——波形松弛法研究了低指数微分代数方程的并发解。我们提出了新的仿真代码DAWRS(微分-代数-波形松弛求解器),用于使用WR方法在并行机器上求解DAE,并描述了改进这些方法收敛性的新技术。作为实验结果,我们展示了可实现的并发性能,以解决DAE的一类化工应用。
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DAWRS: A Differential - Algebraic System Solver by the Waveform Relaxation Method
We investigate the concurrent solution of low-index differential-algebraic equations (DAE’s) by the waveform relaxation (WR) method, an iterative method for system integration. We present our new simulation code, DAWRS (Differential - Algebraic - Waveform Relaxation Solver), to solve DAE’s on parallel machines using the WR methods, and describe new techniques to improve the convergence of such methods. As experimental results, we demonstrate the achievable concurrent performance to solve DAE’s for a class of applications in chemical engineering.
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