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METHOD FOR MATHCAD-MODELING OF OPTIMAL DISPERSION ANALYZERS OF FAST LOW-FREQUENCY SIGNAL SPECTRUM
METHOD FOR MATHCAD-MODELING OF OPTIMAL DISPERSION ANALYZERS OF FAST LOW-FREQUENCY SIGNAL SPECTRUM
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机译：快速低频信号频谱最佳色散分析仪的MathCAD建模方法
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摘要
Disclosed is a method for Mathcad-modeling of optimal dispersion analyzers of fast low-frequency signal spectrum wherein Mathcad-model is used for compiling table of Hurwitz polynomial parameters and zeroes with constant scale value EMBED Equation.3 . The Mathcad-model is scaled by changing the scale EMBED Equation.3 . The spectral function of dispersive delay line (DDL) response is corrected, number of sections thereof and physical object continuous work disnormality time is reduced. Required characteristics of needed dispersion spectrum analyzers are obtained by means of Mathcad investigations of DDL by three-plane graphical method.
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