Finding Neper Frequency in RLC & Filter Circuits

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Neper frequency is a measure used in RLC and filter circuits, derived from the circuit's differential equations. In a series RLC circuit, it can be extracted from the quadratic formula related to the second-order differential equation. However, for more complex filters, such as the one discussed, the derivation becomes less straightforward and may not yield a clear neper frequency or Q factor. The conversation highlights confusion regarding the application of neper frequency in non-standard circuit configurations. Clarification on the context and circuit specifics is necessary for accurate analysis.
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I don't quite have a good understanding of what exactly the neper frequency is. I've seen it derived it from certain circuits before and it was never really clear what it was. In a series RLC circuit it was simple enough to find since we were given a nice second order differential from which to take to the S domain and solve for with a quadratic formula and then pull out the neper frequency from :

-α +-√α2o2

α-neper frequency
ωo- resonant radian frequency

In a filter such as (see attachment) how would one derive the neper frequency since it does not fall so neatly into a second order polynomial. I get

s2-[1/(L1(C1+C2)]

which doesn't fall so neatly into the quadratic formula nor has a term in the first order. Am i to assume this filter has no neper frequency? Or a Q factor?

Thanks for your time
 

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Your question doesn't make sense as states. A neper is a ration between two quantities. There must be some additional context you are not telling us.
 
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