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Based on the process models and the desired closed-loop system responses, the analytical expressions of the tuning parameters of the primary and secondary controllers were proposed by means of first order Páde approximation, and then the digital PID controllers were obtained by using bilinear transformation method.

基于过程模型和期望闭环系统响应整定PID参数,采用一阶Páde近似纯迟延环节,以解析的形式推导出了主控制器和副控制器整定参数的表达式,并采用双线性变换法得到离散时间PID控制器。

Chapter 3 introduces some methods seeking exact solutions for the nonlinear evolution equation, such as inverse scattering method, symmetry reduction method, Backlund transformation, Darboux transformation , Hirota bilinear method, Painleve analysis method, AC = BD model, and so on.

第三章简要介绍了非线性发展方程的若干求解方法,如反散射方法,对称与微分方程约化,Backlund变换和Darboux变换方法,Hirota双线性方法,Painleve奇性分析法,AC=BD框架下的精确求解等。

The design of digital notch filters can be achieved through three steps:firstly,the design of analog lowpass filter; secondly,it is analog lowpass to analog band stop filter conversion;at last,using the bilinear transformation make the analog notch filters change into digital notch filters.

研究一种在Matlab语言环境下设计IIR数字陷波滤波器的方法,在数字陷波滤波器设计过程中,先进行模拟低通滤波器的设计,然后进行模拟低通/模拟带阻滤波器转换,最后采用双线性变化法将模拟陷波滤波器转化成数字陷波滤波器。

Toady's DVD-ROM manufactures still use the bilinear transformation to design servo controller in w-plane. In the special purpose servo chip for the DVD-ROM, because of the effect of the structure of the controller and the limits of the chip, the result of the controllers may not be implemented in the chip after designing, and redesigning is regained again and again.

目前产业界设计DVD-ROM伺服控制器仍采用双线性转换,经转换后在w平面上设计控制器,但由於受到专用控制晶片的控制器结构与限制的影响,在设计后可能无法直接套用至晶片上使用,而需反覆设计。

Cklund transfo- rmation、Inverse scattering method、Darboux transformation、Hirota bilinear method、similarity reduction eta.

cklund变换法、反演散射方法、达布变换法、Hirota双线性方法、相似约化法等。

Because bilinear is right,have good quality, new plan is simple, so efficient.

因为双线性对具有良好的性质,所以新方案简单、高效。

To overcome the defects of the traditional methods for bilinear data reconciliation, a new method was proposed.

今针对双线性数据协调传统方法的不足,给出了一种新的方法。

The control problem of bilinear systems with multiple objectives is studied.

摘要研究了双线性系统的多目标控制问题。

Bilinear interpolation matlab realize that can be used for motion compensation, to deal with the images after reconstruction.

双线性插值的matlab实现,可以用于运动补偿,对处理后的图像进行重建等。

A simple and universal scheme is presented for establishing the bilinear time series model.

提出了建立双线性模型的一套简便通用的方法。

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