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A parallel-in-time method for the transient simulation of SOI devices with drain current overshoots

机译:具有漏极电流过冲的SOI器件瞬态仿真的并行时间方法

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This paper presents a new parallel-in-time algorithm for the two dimensional transient simulation of SOI devices. With this approach, simulation in both space and time domains is performed in parallel As a result, the CPU time is reduced significantly from the conventional serial-in-time method. This new approach fully exploits the inherent parallelism of the finite difference formulation of the basic semiconductor device equations and the massively parallel architecture of SIMD computers. The space domain computations are inherently parallel due to the nature of our technique of solving the finite-difference equations. Time domain parallelism is achieved by shifting the potentials from previous time points to subsequent points one-step forward along the time axis with each Gummel iteration. This algorithm employs a fixed-point iteration technique, therefore a direct solution of matrix equations is avoided. The algorithm is especially suitable for the transient simulation of SOI devices that exhibit transient drain current overshoot. Numerical experiments show that the new parallel-in-time method is up to eight times faster than the conventional serial-in-time method in SOI transient simulations. The program is coded in CM Fortran for the Connection Machine.
机译:本文提出了一种新的并行实时算法,用于SOI器件的二维瞬态仿真。通过这种方法,可以在空域和时域中并行执行仿真。结果,与传统的串行时间方法相比,CPU时间显着减少。这种新方法充分利用了基本半导体器件方程的有限差分公式和SIMD计算机的大规模并行体系结构的固有并行性。由于我们求解有限差分方程的技术的性质,空间域计算固有地是并行的。通过在每次Gummel迭代中沿时间轴向前一步将电位从先前的时间点移动到后续的点,可以实现时域并行性。该算法采用定点迭代技术,因此避免了矩阵方程的直接求解。该算法特别适合于具有瞬态漏极电流过冲的SOI器件的瞬态仿真。数值实验表明,在SOI瞬态仿真中,新的并行时间方法比传统的串行时间方法快八倍。该程序在CM Fortran中为连接机器编码。

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