New answers tagged impulse-response
1
vote
Constructing an input signal whose response is determined by the impulse response
A more detailed proof based on Matt's answer.
Let $n_0$ be the argument to $\max\{|y[n]|\}$, i.e. $\max\{|y[n]|\} = |y[n_0]|$.
We can always find $x[n]$ as a series of +1's and -1's, s.t. $$|y[n_0]| = ...
2
votes
Accepted
Constructing an input signal whose response is determined by the impulse response
You're right that you generally can't find a sequence $x[n]$ such that
$$y[n]=\sum_{k=-\infty}^{\infty}\big|h[k]\big|\tag{1}$$
is satisfied for all values of $n$, but that's also not necessary. It is ...
2
votes
Accepted
Analog LTI system impulse response
@Gunners Assuming that the $t$ variable is continuous then your system is continuous (analog). In which case there is no $H(z)$. As for the question: "What would you do to identify the impulse ...
1
vote
Accepted
Convolution: graphing output y(t) with given input x(t) and impulse response h(t)
@Gunners You can work your problem in two parts. The first part is: the output with just the single +2 impulse input that occurs at time = 0 seconds. The second part is: the output with just the ...
2
votes
Impulse response out of a modal model, how is it gotten?
That's the impulse response of a generic damped resonant filter. Derivations abound. If you understand continuous-time frequency-domain analysis, consider a filter with transfer function $$H(s) = \...
Top 50 recent answers are included
Related Tags
impulse-response × 407linear-systems × 72
discrete-signals × 61
convolution × 60
frequency-response × 48
filters × 41
transfer-function × 29
fourier-transform × 28
matlab × 27
homework × 24
continuous-signals × 23
z-transform × 22
audio × 21
signal-analysis × 18
step-response × 16
finite-impulse-response × 15
filter-design × 14
infinite-impulse-response × 13
fft × 12
deconvolution × 11
acoustics × 11
laplace-transform × 9
lowpass-filter × 8
control-systems × 8
poles-zeros × 8