The average power signal of an aperiodic signal

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magnetra

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An aperiodic signal x[n] = {6,5,4,3,2,1,2,3,4,5,6}. What is the avg power of this signal? Is this signal a power type or energy type??
 

Re: Avg Signal Power

If x[n] is not periodic.
I assume you mean x[n] takes on those values for some values of n , and is 0 every where else.

This is definitely a energy type signal.
since for n = -∞ to +∞ ∑ |x[n]|^2 is a finite number

its energy is = for n = -∞ to +∞ ∑ |x[n]|^2
= 6^2 + 5^2 + .... + 5^2+6^2


the power of this signal, averaged out for all time is 0 .
 

Re: Avg Signal Power

It is energy type and its avg powre id 10
 

Re: Avg Signal Power

Average power of this signal cannot be zero because energy is an integral of power in time and here you have all positive values.
 

Avg Signal Power

In signal and system literature, signal power is defined as integral of square of signal divided by time over infinite interval of time. So how do u say that the signal power cannot be zero.
 

Re: Avg Signal Power

magnetra said:
In signal and system literature, signal power is defined as integral of square of signal divided by time over infinite interval of time. So how do u say that the signal power cannot be zero.
Click to expand...

I saw that you samples were not from e.g. sinusoidal signal but from some aperodic which is always positive. I did not count with signal theory but on common sense because I am an electric power engineer. Maybe I am wrong. If you knew that signal power cannot be zero why asked your question?
Regards.
 

Avg Signal Power

Well the reason for me asking the question is the confusion associated with the answer. As u see, the two posts ahead of your (epp) gives two different answers. One says avg power is zero another says its 10. So there is this confusion.
I'm glad to have an electric power engineer's view on this. Yea from power engineering point of view, the signal may have power.

Regards M
 

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