模拟半导体器件中 TID 和 TDR 协同效应的稳定数值方案

IF 1.8 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC IEEE Journal on Multiscale and Multiphysics Computational Techniques Pub Date : 2024-09-27 DOI:10.1109/JMMCT.2024.3469280
Tan-Yi Li;Yanning Chen;Nian-En Zhang;Da-Wei Wang;Qi-Wei Zhan;Qi-Chao Wang;Guang-Rong Li;Dongyan Zhao;Wen-Yan Yin
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引用次数: 0

摘要

探讨了总电离剂量(TID)和瞬态剂量率(TDR)效应之间的协同效应。为实施分析,专门开发了一种稳定的三维并行数值方案。利用控制体积有限元撕裂和互联(CV-FETI)方法,可以将不连续边界条件与通常的数值特性结合起来。采用牛顿法克服了漂移-扩散模型的非线性特性带来的不收敛性。与商用 COMSOL Multiphysics 软件相比,我们的 CV-FETIM 在非结构网格上显示出很强的数值稳定性。通过将数值结果与使用商业软件计算的结果进行比较,验证了所提出的方法。然后,将这种新求解器用于模拟 MOSFET、基于 STI 的 LDMOSFET 和 FinFET。通过调整剂量率、氧化物陷阱和界面陷阱,研究了独立 TID、独立 TDR 和 TID-TDR 协同效应。在皮秒或纳秒时间尺度上,研究了辐射诱导光电流的持续时间、振幅和下降率。此外,还比较了界面陷阱对不同表面的影响。数值结果表明,所开发的数值方案具有良好的稳定性、准确性和适用性。
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A Stabilized Numerical Scheme to Simulate Synergistic Effect of TID and TDR in Semiconductor Devices
The synergistic effects between total ionizing dose (TID) and transient dose rate (TDR) effects are explored. To implement the analysis, a stable 3D parallel numerical scheme is specially developed. Using the control volume finite element tearing and interconnect (CV-FETI) method, the discontinuous boundary conditions can be included with the usual numerical properties. Newton's method is employed to overcome the nonconvergence brought by the nonlinear property of the drift- diffusion model. Compared to with the commercial COMSOL Multiphysics software, our CV-FETIM shows strong numerical stability on unstructured meshes. The proposed method is validated by comparing the numerical results with those calculated using commercial software. Then, this new solver is applied to simulate MOSFET, STI-based LDMOSFET, and FinFET. By adjusting the dose rate, oxide traps, and interface traps, the independent TID, independent TDR, and TID-TDR synergistic effects are investigated. On picosecond or nanosecond timescales, the duration, amplitude, and decline rate of the radiation-induced photocurrent are studied. Moreover, the influence of interface traps on different surfaces is compared. The numerical results indicated that the developed numerical scheme possesses good stability, accuracy, and applicability.
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CiteScore
4.30
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0.00%
发文量
27
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