文件名称:Bilineartransform
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- 上传时间:2012-11-16
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双线性变换算法
输入阶次 ,采样时间 ,控制变量 ( 时 =1, 时 =0)
b1为s函数或z函数多项式的系数,先输入分子的系数(从高次幂至低次幂,高阶系数为零的,应输入0,各系数之间用空格键隔开),再输入分母的系数(从高次幂至低次幂,高阶系数为零的,应输入0,各系数之间用空格键隔开),均存到b1内。
-Bilinear transform algorithm input order, the sampling time, control variables (time = 1, when = 0) b1 function for s or z function polynomial coefficient, the coefficient of the first input elements (from the high power to low power of , high-coefficient of zero, should be type 0, the coefficient between the key separated by a space), and then type the denominator of the coefficient (from the high power to low-power, high-coefficient of zero, should be type 0, between the coefficient of keys separated by spaces), are kept within the b1.
输入阶次 ,采样时间 ,控制变量 ( 时 =1, 时 =0)
b1为s函数或z函数多项式的系数,先输入分子的系数(从高次幂至低次幂,高阶系数为零的,应输入0,各系数之间用空格键隔开),再输入分母的系数(从高次幂至低次幂,高阶系数为零的,应输入0,各系数之间用空格键隔开),均存到b1内。
-Bilinear transform algorithm input order, the sampling time, control variables (time = 1, when = 0) b1 function for s or z function polynomial coefficient, the coefficient of the first input elements (from the high power to low power of , high-coefficient of zero, should be type 0, the coefficient between the key separated by a space), and then type the denominator of the coefficient (from the high power to low-power, high-coefficient of zero, should be type 0, between the coefficient of keys separated by spaces), are kept within the b1.
相关搜索: 双线性变换
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下载文件列表
18.双线性变换/Debug
18.双线性变换/result1.txt
18.双线性变换/双线性变换.C
18.双线性变换/双线性变换.dsp
18.双线性变换/双线性变换.dsw
18.双线性变换/双线性变换.ncb
18.双线性变换/双线性变换.opt
18.双线性变换/双线性变换.plg
18.双线性变换/双线性变换1.C
18.双线性变换/双线性变换1.dsp
18.双线性变换/双线性变换1.dsw
18.双线性变换/双线性变换1.ncb
18.双线性变换/双线性变换1.opt
18.双线性变换/双线性变换1.plg
18.双线性变换
18.双线性变换/result1.txt
18.双线性变换/双线性变换.C
18.双线性变换/双线性变换.dsp
18.双线性变换/双线性变换.dsw
18.双线性变换/双线性变换.ncb
18.双线性变换/双线性变换.opt
18.双线性变换/双线性变换.plg
18.双线性变换/双线性变换1.C
18.双线性变换/双线性变换1.dsp
18.双线性变换/双线性变换1.dsw
18.双线性变换/双线性变换1.ncb
18.双线性变换/双线性变换1.opt
18.双线性变换/双线性变换1.plg
18.双线性变换
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