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传递函数的倍频指数

[英]Octave exponential in transfer function

I am trying to figure out how to use an exponential in the transform function. 我试图弄清楚如何在转换函数中使用指数。 Normally the transform function is of the form tf(num, den) where num and den are linear polynomials. 通常,变换函数的形式为tf(num,den),其中num和den是线性多项式。 I want to transform (1-exp(-Ts)/s. I can't seem to figure out how to handle the exp(-Ts). Any ideas? 我想转换(1-exp(-Ts)/ s。我似乎无法弄清楚如何处理exp(-Ts)。有什么想法吗?

Thanks... 谢谢...

I was not able to find a specific function in Octave that handled this. 我无法在Octave中找到处理此问题的特定功能。 However, I found an approximation that works well. 但是,我发现一个近似效果很好。 I was going to use a Taylor series approximation. 我打算使用泰勒级数逼近。 Taylor series uses an infinite series of rational numbers to converge on a exp(-sT). 泰勒级数使用无穷个数有理数来收敛于exp(-sT)。 However, the Pade approximation works better and from a few papers I read this is what most people are using. 但是,Pade近似效果更好,从我读过的几篇论文中,这就是大多数人使用的方法。 Thanks for all of your help. 感谢您所有的帮助。

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