超宽带信号在小型电子器件中的非线性散射特性及行为建模

Edward V. Semyonov;Maxim A. Nazarov;Kirill M. Poltorykhin;Andrey A. Berezin;Alexey V. Fateev
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引用次数: 0

摘要

结果表明,对于一个典型的电子装置,在持续时间为~ 1ns、电场强度为~ 200v /m的测试电压脉冲下,利用脉冲响应函数可以从测试脉冲中得到该物体的非线性响应波形,该脉冲响应函数的形状几乎与测试脉冲的幅度和波形无关。非线性物体响应的幅值既取决于测试信号与“测试信号到非线性响应”传递函数的频谱一致性(高频电平较高的信号具有优势),也取决于测试信号对物体内部电路非线性特性表现的影响(低频电平较高的信号具有优势)。结果表明,表征测试信号对非线性物体特性表现影响的泛函在幅度意义上用二次相关关系描述,在频率意义上用低通滤波器近似描述。通过估计该滤波器的频率特性,得到了被测物体的时间常数(约1ns)的基于测量的估计。在上述观察的基础上,合成了测试对象的行为模型。对于各种波形和幅度的超宽带脉冲信号,这些模型给出的误差不超过17%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Features and Behavioral Modeling of Ultrawideband Signals Nonlinear Scattering by Small-Sized Electronic Devices
It is shown that for a typical electronic gadget at test voltage pulses with a duration of ~1 ns and an electric field strength of up to ~200 V/m, the waveform of the nonlinear response from this object can be found from the test pulse by using an impulse response function, the shape of which is almost independent of the amplitude and waveform of the test pulse. The amplitude of the nonlinear object’s response is determined by both the spectral consistency between the test signal and the “test signal to nonlinear response” transfer function (signals with a higher level of high frequencies have an advantage) and by the effect of the test signal on the manifestation of the nonlinear properties of object internal circuits (signals with a higher level of low frequencies have an advantage). It has been demonstrated that the functional characterizing the influence of the test signal on the manifestation of nonlinear object’s properties is described by a quadratic dependence in the amplitude sense and is approximated by a low- pass filter in the frequency sense. By estimating the frequency properties of this filter, a measurement-based estimate of the time constantofobjects under test (about 1 ns) was obtained. On the basis of the above observations, the behavioral models of the testing objects have been synthesized. For ultrawideband pulse signals of various waveforms and amplitudes, these models give an error of no more than 17%.
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