Set up transfer function electrical engineering?
Hi, can someone please explain this task to me using the first example, I really have no idea.
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The transmission function is the Laplace transformant of the pulse response.
has transformed as Laplace
How do you get the desired output signals:
3.2.1: Green = Overlay of three delays of the input signal
3.2.2
similar, only with different weights:
3.2.3
Price question: how to write a delay around T ? By taking δ(t-T) as a transfer function! Hir is just about…
I hope you realize what you have to do. now I’ve solved almost everything for you 🙂
How do I do that? :/
h1(t), h2(t) and h3(t) are the Pulse responses, not the transmission functions. Here is an error in the text
and what exactly is the question? What part task does d relate to you?
What do you mean?
Thank you very much!
In my first answer, I gave you a hint that you can solve the task.
You shall determine the parameters ci and τi so that they match the three y when the x is given.
y(t) = x(t)*h(t)
What is the response to the signal x when h(t)=δ(t-0)? And how, therefore, to a displaced and weighted dirac pulse δ(t-τ) ?
You have to think of something more.
That’s exactly what I heard! I need the impulse responses as the sum of the three Dirac impulses for each graph, but don’t know how I’m going.
The output-side time function x2 of an LTI system is the folding of the input signal x1 with the pulse response h:
x2(t) = x1(t) * h(t)
You should have heard that, right? It can also be easily derived, due to the linearity and time invariance.
What exactly do you want to do? Determine the output signal for the given input signal? It doesn’t fit the title of your question.
So I don’t know where and how to start
Never heard that before, we had only wrinkles in the lecture.