部分内容来自:https://en.wikipedia.org/wiki/Convolution

信号与响应函数卷积的简单理解

 上图的英文描述(来自wiki):

  1. Express each function in terms of a dummy variable信号与响应函数卷积的简单理解
  2. Reflect one of the functions: 信号与响应函数卷积的简单理解信号与响应函数卷积的简单理解
  3. Add a time-offset, t, which allows 信号与响应函数卷积的简单理解 to slide along the信号与响应函数卷积的简单理解-axis.
  4. Start t at −∞ and slide it all the way to +∞. Wherever the two functions intersect, find the integral of their product. In other words, compute a sliding, weighted-sum of function 信号与响应函数卷积的简单理解where the weighting function is 信号与响应函数卷积的简单理解

The resulting waveform (not shown here) is the convolution of functions f and g.

If f (t) is a unit impulse, the result of this process is simply g(t). Formally:

信号与响应函数卷积的简单理解

 

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