浮动导纳矩阵法评价传递函数用MATLAB

Arun Kumar Singh, B. P. Singh
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引用次数: 0

摘要

任何设备的数学模型都提供了对物理系统完整行为的洞察,从而将问题简化为其基本特征。浮动导纳矩阵(FAM)方法是电子器件数学建模及其在电路中的应用的一种简便方法。浮动导纳矩阵的零和性质为进一步进行或重新观察第一个方程本身提供了检验。所有传递函数都表示为电路浮动导纳矩阵的协因子,以产生精确的结果,而不需要任何近似。我们使用MATLAB绘制了CE放大器的各种传递函数(电压增益、电流增益、功率增益、输入电阻和输出电阻)的图形,并将我们的结果与参考文献中的近似结果进行比较,我们得到了一种非常有趣的增加系统稳定性的方法。所采用的方法简单,易于吸收。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Floating admittance matrix approach for evaluation of transfer functions using MATLAB
The mathematical model of any device provides an insight into the complete behavior of the physical system that reduces the problem to its essential characteristics. The floating admittance matrix (FAM) approach is a neat method of mathematical modeling of electronic devices and its uses in circuits. The zero sum property of the floating admittance matrix provides a check to proceed further or reobserve the first equation itself. All transfer functions are represented as cofactors of the floating admittance matrix of the circuit to yield the exact results without any approximation. We have plotted graphs for the various transfer functions (Voltage Gain, Current Gain, Power Gain, Input Resistance and Output Resistance) of the CE amplifier using MATLAB and on comparing our results with the approximate results available in the references, we got a very interesting method of increasing the stability of the system. The method employed is simple and easy to assimilate.
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