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A class of parallel algorithms of real-time numerical simulation for stiff dynamic system

机译:一类刚性动力系统实时数值模拟的并行算法

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In this paper a class of real-time parallel modified Rosenbrock methods of numerical simulation is constructed for stiff dynamic systems on a multiprocessor system, and convergence and numerical stability of these methods are discussed. A-stable real-time parallel formula of two-stage third-order and A(α)-stable real-time parallel formula with a ~ 89.96° of three-stage fourth-order are particularly given. The numerical simulation experiments in parallel environment show that the class of algorithms is efficient and applicable, with greater speedup.
机译:本文针对多处理器系统上的刚性动力系统构造了一类实时并行改进的Rosenbrock数值模拟方法,并讨论了这些方法的收敛性和数值稳定性。特别给出了两级三阶的A稳定实时并行公式和三阶四阶约为89.96°的A(α)稳定的实时并行公式。并行环境中的数值仿真实验表明,该算法是有效且适用的,并且具有更高的速度。

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