文件名称:DSPshiyandaima
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实验一
一、观察采样引起的混叠。(来源:p57 习题1-3)
设模拟信号为 ,t的单位为毫秒(ms)。
1. 设采样频率为3kHz,确定与 混叠的采样重建信号 。
2. 画出 和 在 范围内的连续波形。(因数字计算机无法真正画出连续波形,可用较密的离散点的连线来近似。)
3. 分别用 和 在两信号波形上标记出3kHz采样点。
两信号波形是否相同?采样后的两序列是否相同?
-11 experiments to observe the sampling due to aliasing. (Source: p57 Problem 1-3), based analog signal, t' s in milliseconds (ms). 1. Based sampling frequency of 3kHz, sample identification and reconstruction of signal aliasing. 2. Draw and the continuous wave within the scope. (Because digital computers can not really draw a continuous waveform, can be more dense, discrete points to approximate the connection.) 3. Respectively and the two signal waveforms 3kHz sampling points on the mark. Two waveforms is the same? Sample after the two sequences are the same?
一、观察采样引起的混叠。(来源:p57 习题1-3)
设模拟信号为 ,t的单位为毫秒(ms)。
1. 设采样频率为3kHz,确定与 混叠的采样重建信号 。
2. 画出 和 在 范围内的连续波形。(因数字计算机无法真正画出连续波形,可用较密的离散点的连线来近似。)
3. 分别用 和 在两信号波形上标记出3kHz采样点。
两信号波形是否相同?采样后的两序列是否相同?
-11 experiments to observe the sampling due to aliasing. (Source: p57 Problem 1-3), based analog signal, t' s in milliseconds (ms). 1. Based sampling frequency of 3kHz, sample identification and reconstruction of signal aliasing. 2. Draw and the continuous wave within the scope. (Because digital computers can not really draw a continuous waveform, can be more dense, discrete points to approximate the connection.) 3. Respectively and the two signal waveforms 3kHz sampling points on the mark. Two waveforms is the same? Sample after the two sequences are the same?
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下载文件列表
FIR_design.m
windowed_dft_spectrum.m
windowed_spectrum.m
windows_spectrum.m
实验3.m
实验二.doc
实验二.m
实验二.asv
实验三.doc
实验四.doc
实验四.m
实验五.doc
实验一.doc
实验一.m
windowed_dft_spectrum.m
windowed_spectrum.m
windows_spectrum.m
实验3.m
实验二.doc
实验二.m
实验二.asv
实验三.doc
实验四.doc
实验四.m
实验五.doc
实验一.doc
实验一.m
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