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The value of the convolution at this time is y() = .
The functions used for the current example are [*]: h(t)= f(t)= .
\[y(t)=\int_{-\infty}^{+\infty}{h(t-\lambda)\cdot f(\lambda)\cdot d\lambda}=\int_{0^-}^t{h(t-\lambda)\cdot f(\lambda)\cdot d\lambda}\]
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[*] Note: All functions are implicitly multiplied by the unit step function, γ(t), so they are equal to 0 for t<0.
© Copyright 2005 to 2022 Erik Cheever. This is a recap (w/permission) by M. B. Ghaznavi-Ghoushchi 2024. This page may be freely used for educational purposes.
Ref: Convolution Visualization