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Chapter 18

Sampling

サンプリング定理
サンプリング定理
Consider the continuous-time signal x(t), and a train of impulses where Ts,  is the sampling interval, and fs, is the sampling frequency. Multiplying ...
連続時間信号のサンプリング
連続時間信号のサンプリング
A continuous-time signal is sampled using impulse-train sampling followed by the zero-order hold method. Impulse-train sampling uses a periodic impulse ...
補間を使用した信号の再構成
補間を使用した信号の再構成
Consider a continuous signal and its sampled counterpart with a sampling period T. Applying a zero-order hold to the sampled signal results in a piecewise ...
エイリアシング
エイリアシング
Consider a time-domain signal and its Fourier transform to reveal the spectrum. Sampling the signal at a specific frequency creates multiple scaled ...
ダウンサンプリング
ダウンサンプリング
Consider a sampled sequence with zero values between sampling instants. Replace it by taking every N-th value of the sampled sequence. The original and ...
アップサンプリング
アップサンプリング
Consider a decimated signal with a reduced frequency range due to its lower sampling rate. Insert zeros between each sample to upsample, that introduces ...
帯域通過サンプリング
帯域通過サンプリング
Consider a signal sampled at a rate greater than twice its highest frequency. A signal with most of its energy concentrated in a narrow frequency band is ...
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