Filename
Size
Date
DSP_MATLAB
..........\design a Butterworth Bandpass digital filter.m
..........\design a Chebyshev-I Bandpass DF.m
..........\design high-pass DF.m
..........\design Low-pass DF.m
..........\exa050903_tf2latc.m
..........\exa070101.m
..........\exa070500_3.m
..........\exa070902_fir2.m
..........\exa070904_remezord_2.m
..........\exa080901_dct1.m
..........\exa080902_dct2.m
..........\exa080903_LOT_1D.m
..........\exa090300_1.m
..........\exa090300_2.m
..........\exa090501.m
..........\exa090801_in_de_re.m
..........\exa090802_modulate.m
..........\exa090803_deconv.m
..........\exa090804_svd.m
..........\exa100800_corrcoef.m
..........\exa100800_cov.m
..........\exa100800_xcov.m
..........\exa100801_cohere.m
..........\exa100802_tfe.m
..........\exa121201_pburg.m
..........\exa121201_pcov.m
..........\exa121201_peig.m
..........\exa121201_pmcov.m
..........\exa121201_pmem.m
..........\exa121201_pmusic.m
..........\exa121201_pyulear.m
..........\exa121202.m
..........\exa130100.m
..........\exa130201.m
..........\exa130301.m
..........\exa130302_ab.m
..........\exa130302_cd.m
..........\exa130401.m
..........\explain how to unwrap the phase.m
..........\fast_LOT.m
..........\GIRL.BMP
..........\IIR滤波器.m
..........\rounding.m
..........\state variable represent to H(z).m
..........\test  butter.m.m
..........\test buttord.m
..........\test chebwin.m and kaiser.m.m
..........\test.mat
..........\To design IIR Butteworth bandstop DF by analog-lowpass.m
..........\to explain how to do DTFT.m
..........\to explain the linear phase.m
..........\to obtain the  DTFT of 2-D Hamming windows.m
..........\truncation.m
..........\一阶全通系统.m
..........\三阶全通系统.m
..........\不使用“fftfilt文件，自己编程实现一个长序列和一个短序列的卷积。.m
..........\产生一 chirp 信号.m
..........\产生一 sinc 函数.m
..........\产生两个正弦加白噪声.m
..........\产生均匀分布的白噪信号，使均值为0，功率为p.m
..........\产生均匀分布的随机白噪信号
并观察数据分布的直方图.m
..........\产生高斯分布的白噪信号，使功率为p，并观察数据分布的直方图.m
..........\信号 x 作零相位滤波.m
..........\再用切比雪夫最佳一致逼近设计线性相位FIR滤波器.m
..........\分别求两个滤波器的频率响应.m
..........\分别求这两个系统的群延迟.m
..........\切比雪夫最佳一致逼近滤波器.m
..........\对一维信号作DCT.m
..........\改变窗函数的长度，观察Gibbs现象.m
..........\构造三个不同频率的正弦信号的叠加作为试验信号.m
..........\构造离散序列x.m
..........\梳状滤波器的频率响应和极零图 n.m
..........\梳状滤波器的频率响应和极零图.m
..........\求 x 的希尔伯特变换.m
..........\求两个Chirp 信号和的短时傅里叶变换.m
..........\求两个序列的互相关函数，或一个序列的自相关函数.m
..........\求单位抽样响应.m
..........\求如下三个系统的幅频响应.m
..........\求并画出所给系统的极零图.m
..........\求所给系统的输出.m
..........\滤波器系数.m
..........\用 Welch 平均估计试验数据的功率谱.m
..........\用切比雪夫最佳一致逼近设计线性相位多带FIR滤波器.m
..........\由有理多项式到极零点的转换.m
..........\级联.m
..........\观察数据长度N的变化对DTFT分辨率的影响.m
..........\解卷绕.m
..........\计算三者的幅频响应.m
..........\计算两个序列的线性卷积.m
..........\计算两个系统的冲激响应.m
..........\计算滤波器的冲击响应.m
..........\计算连续方波周期信号的付里叶系数.m
..........\计算长度为N的原始信号的DTFT.m
..........\设计 Butterworth 带通滤波器.m
..........\设计切比雪夫滤波器.m
..........\说明极零点位置对幅频响应的影响.m
..........\连续方波信号的付里叶变换.m
..........\逆系统.m
..........\高斯白噪的正弦信号.m