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Lecture 4: Convolution

Lecture 4: Convolution

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=f xT) hT(t) dr If Time-Invariant: hkj t) = ho(t -kA) h,(t) = he (t - r) LTI: 56(t - kA) A hk(t) A +01 v(t) f x(r) h(t-7) dr-1 -0 Convolution Integral TRANSPARENCY 4.7 Interpretation of the convolution integral as a superposition of the responses from each of the rectangular pulses in the representation of the input. x(t) 0 t ti x (0) x(A) x(kA ...

  Convolutions

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