Convolution Examples & Convolution Integral
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@Jdonovanford Tau and t are not the same thing. You can think of tau as a 'dummy' variable used to flip one of the functions about the y-axis. As tau increases, the function slides to the right on the t-axis. The integral is essentially showing the overlap between the two functions as one slides over the other. If the concept of the function sliding right as (t-tau) --> negative infinity is confusing then you can view the function as f(t=tau) as tau --> infinity instead.
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What is t and tau? Any explanation on that? Are they the same thing?
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Thanks, this was helpful.
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I owe this man a pint! Final in 2 hours, i finally understand it!
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love this lesson
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its just like reading a book, didnt understand
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it is not convolving x(t), but x(tau), be careful!
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Great work.Finally I got it.
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From the last integration's result,y(t) becomes zero at t=6.
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how the t<6 in the last shifting ? please explain ?
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God bless you, sir. Best 7 minutes of my student life :)
h00kgab 2 years ago 35
thx!
foebidden1 2 years ago 8