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Method of determining C-V profiles in semiconductor substrates and active layers

机译:确定半导体衬底和有源层中C-V轮廓的方法

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A method for calculating C-V profiles by transforming the one-dimensional Poisson equation from a two-sided boundary value problem to an initial value problem is described. An analytic solution is used outside a reference plane deep in the substrate, and the rest of the solution is obtained by numerically integrating outward to the surface. This strategy speeds the calculation of quantities such as the carrier density and the apparent density that would be measured by a C-V profiler. For the same computation time, errors are smaller than those of Newton-Raphson methods because of the inherent speed and accuracy of the predictor-corrector algorithms used. By fitting Q-V pairs to a cubic spline, the C-V profiles are obtained efficiently with a moderate number of integrations. C-V profiles and threshold voltages can be calculated rapidly and accurately by this technique for a variety of semiconductor structures.
机译:描述了一种通过将一维泊松方程从两侧边界值问题转换为初始值问题来计算C-V轮廓的方法。在基板深处的参考平面外部使用解析解决方案,其余解决方案则是通过向外数值积分到表面来获得的。这种策略可加快C-V轮廓仪测量的诸如载流子密度和视在密度之类的数量的计算速度。对于相同的计算时间,由于所使用的预测器-校正器算法的固有速度和准确性,其误差小于Newton-Raphson方法的误差。通过将Q-V对拟合到三次样条,可以以中等数量的积分有效地获得C-V轮廓。通过这种技术,可以针对各种半导体结构快速准确地计算出C-V曲线和阈值电压。

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