Re: Envelope Detection



Al Clark wrote:

...

If I need a Hilbert transform that extends over a very large frequency range, I use remez exchange to minimize the ripple. The catch is that you don't get to throw out every other coefficient since in general, all the coefficients are non zero.

I concluded, from the few simulations I ran, that a filter with alternate zeros, while longer than an optimized filter of the same ripple, has fewer taps that need computing.* It isn't that multiplying by zero is easy; by marching through the data buffer with a stride of two, the zeros might as well not exist. Windows that best remove ripple reduce bandwidth the most, requiring more taps to get it back.

I think that sometimes people forget that it takes a very long filter to create a 90 degree phase shift at low frequency. It's easy to visualize why if you think about how to create a 90 degree phase shift at DC.

I've had a computer tied up since New Years calculating a filter to do that. :-)

The other thing that I find is that in many cases I actually don't need the envelope, I just need the mean squared (I^2 + Q^2) vs SQRT(I^2 + Q^
2). In a detector, I might just compare the result to some arbitrary level. This means I can skip the SQRT.

I've seen programs that calculate the square root and then convert to decibels.

Jerry
___________________________
* "My mind is made up. Don't confuse me with facts"
--
Engineering is the art of making what you want from things you can get.
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