DSP实验程序:采样定理实验.熟悉掌握采样定理-DSP experimental procedure : Sampling Theorem experiment. The mastery of sampling theorem 下载
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DSP实验程序:采样定理实验.熟悉掌握采样定理-DSP experimental procedure : Sampling Theorem experiment. The mastery of sampling theorem 下载
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DSP实验程序:采样定理实验.熟悉掌握采样定理-DSP experimental procedure : Sampling Theorem experiment. The mastery of sampling theorem 下载
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caiyang 演示采样定理，时域采样，频谱周期延拓-caiyang demonstration sampling theorem, time domain, frequency cycle Extension 下载
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word版论文，详细论述了信号处理中采样定理的由来、发展以及历史上人们对它称谓的误解，还附录了所有的pdf版参考文献，慢慢读来，一定会对你深刻理解采样定理有帮助！- 下载
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自己的一个实验,验证频率的采样定理.即采样点数要足够大.-own an experiment to test frequency of the sampling theorem. That sampling points should be powerful enough. 下载
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采样定理 用来对模拟信号进行采样 使其变成数字信号 观察其频谱- 下载
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（1） 熟悉连续信号经理想采样前后的频谱变化关系，加深对时域采样定理的理解． （2） 熟悉时域离散系统的时域特性 （3） 利用卷积方法观察分析系统的时域特性． （4） 掌握序列傅立叶变换的计算机实现方法，利用序列的傅立叶变换对连续信号，离散信号及系统响应进行频域分析． -(1) familiar with the continuous signal to the manager before and after the sampling of the spectrum changes relations and deepen the time-domain sampling theorem understanding. (2) familiar with the time-domain system discrete time-domain (3) using deconvolution method of analysis in time domain characteristics. (4) master sequence Fourier Transform computer, using the Fourier transform sequence of continuous signals, Discrete signal system response and frequency domain analysis. 下载
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这片是写的数据信号处理可查那个设计的报告，报告包括卷积演示程序、演示采样定理、模拟滤波器设计演示—从模拟低通滤波器到模拟高通、带通、带阻的幅度 特性对比演示、切比雪夫I型低通滤波器、利用凯塞窗设计高通滤波器、使用双线性变换法设计巴特沃斯低通数字滤波器 这几个部分..........用matlab实现 -this piece is written data signal processing design can be found that the report, including the convolution Demonstration Program, Presentations sampling theorem, Analog Filter Design demo-from analog low-pass filter to simulate high-pass, band-pass, with the rate of resistance properties compared demo, I Chebyshev low-pass filter, the use of Kaiser window design high-pass filter, use bilinear transform design Butterworth low-pass digital filter these parts .......... used mat Implementation lab 下载
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采样率小于一个连续时间信号最大频率的2倍时就叫undersampling，欠采样，根据抽样定理，当fs>=2fmax，也就是oversampling，过采样时，数字信号才能重建成原来的模拟信号，欠采样重建会发生混叠- 下载
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