Stability of a system
hello,
Can a system with impulse response h(t) = u(t), be a stable system? Mathematically, it involves the summation of h(t) from -infinity to +infinity.
How is the above statement true.
regards,
proffy
Can a system with impulse response h(t) = u(t), be a stable system? Mathematically, it involves the summation of h(t) from -infinity to +infinity.
How is the above statement true.
regards,
proffy
Replies
-
Jeffrey ArulrajA system can be stable if you give a input an output must come
This op must not be Infinity (not defined )
If I give value for t in the equation I am getting a constant and so this is a stable system -
Jeffrey ArulrajPS Don't use H(t) for any function other than the impulse function
Impulse function is defined only in time t=0
You are reading an archived discussion.
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