3.2/3.3 Flashcards
steps for convolution computation
to obtain the output response y(n)
fold shift multiply sum
Why is the impulse signal important relating to frequency
contains all frequency components
properties a LTI system possess
Both linear and time-invariant
formula for Length of impulse response
length y(n) - length x(n) +1
output of a casual system depends on which inputs
present input, past input and past output
significance of a LTI system
knowing the impulse response enables output to be computed for any arbitrary input
property of convolution to obtain same output y(n) implementing convolution equation using table method
commutative
impulse response is reaction of any dynamic system in response to
signal at time t = ?
signal at time t=0
Correlation is
Measure of similarity of 2 signals
convolution is
computation of output for linear system