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Applying simulation model to uniform field space charge distribution measurements by the PEA method

机译:将仿真模型应用于PEA方法的统一场空间电荷分布测量

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摘要

Signals measured under uniform fields by the PEA method have been processed by the deconvolution procedure to obtain space charge distributions since 1988. To simplify data processing, a direct method has been proposed recently in which the deconvolution is eliminated. However, the surface charge cannot be represented well by the method because the surface charge has a bandwidth from zero to infinity. The bandwidth of the charge distribution must be much narrower than the bandwidths of the PEA system transfer function in order to apply the direct method properly. When surface charges cannot be distinguished from space charge distributions, the accuracy and the resolution of the obtained space charge distributions decrease. To overcome this difficulty, a simulation model is therefore proposed. This paper shows the authors attempts to apply the simulation model to obtain space charge distributions under plane-plane electrode configurations. Due to the page limitation for the paper, the charge distribution originated by the simulation model is compared to that obtained by the direct method with a set of simulated signals.
机译:通过豌豆方法在均匀场下测量的信号已经通过解构过程处理,以获得自1988年以来的空间电荷分布。为了简化数据处理,最近提出了一种直接方法,其中消除了解卷积。然而,通过该方法不能良好地表示表面电荷,因为表面电荷具有从零到无穷大的带宽。电荷分布的带宽必须比豌豆系统传递函数的带宽更窄,以便正确施加直接方法。当从空间电荷分布不能区分表面电荷时,所获得的空间电荷分布的精度和分辨率降低。为了克服这种困难,因此提出了一种模拟模型。本文显示了作者试图应用模拟模型以获得平面电极配置下的空间电荷分布。由于纸张的页面限制,将源自仿真模型的电荷分布与通过具有一组模拟信号的直接方法获得的电荷分布。

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