How to change x(t) to x(λ)
I want to make hilbert of x(t)=(t^2)+1 (Or other)
And I know x^(t)=1/ [FONT="]π[/FONT] [FONT="]∫(x(λ)/t-λ)dλ
but I don't know how to change x(t) to x(λ)
if any one can help me tell me
[/FONT]
And I know x^(t)=1/ [FONT="]π[/FONT] [FONT="]∫(x(λ)/t-λ)dλ
but I don't know how to change x(t) to x(λ)
if any one can help me tell me
[/FONT]
Replies
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silverscorpionThat's a silly doubt.. It's all about the integration variable. ie, X(t) or X(s) or X(m), it's one and the same.
If X(t) = t^2, then X(s) will be equal to s^2, X(m) is m^2 and so on..
So, hilbert transform X^(t) = integral( (m^2/(t-m)) dm)
Clear?? -
HamedThanks, this happen because I think [FONT="]λ is wave lenght then I got confiused.
[/FONT] -
HamedI try but I can not find hilbert of e^(-t)
Can you help me?
You are reading an archived discussion.
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