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UIUC ECE 210 10-2
UIUC ECE 210 25-1
UIUC ECE 210 1-2
UIUC ECE 210 9-1
UIUC ECE 210 L28-1
UIUC ECE 210 L27-1
UIUC ECE 210 L26-1
UIUC ECE 210 L44-1
UIUC ECE 210 3-1
UIUC ECE 210 17-1
UIUC ECE 210 6-1
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Last Updated: September 18, 2026
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Summary
Okay and typical values digital values is that ro is about ... is how we learn how to count in the beginning but for computer scientists this is zero this is 0 No this is a sum oh it's a sum it's a song minus so if you look at the summon what you have a ... infinity so it doesn't matter whether it's n minus I can also talk about the case of inverting amplifier but let me use the remaining Okay are there any questions regarding this we have about So I guess this is my answer and then I can simplify this Okay that we know how to do right then you get e to the j alpha t / j alpha 0 to t and then you get e to the j alpha t minus ... existence of this series implies that f of n is finite Okay In order to guarantee that f subn is finite you want f subn to be equal to And then uh you can renormalize this equation so that it look something J Omega RC minus Omega squ LC + Have microwave systems that work at gahz gahz is uh Sides this J cancels then you have U uh let me see J squ is minus one so if this cancels each other then you have uh J is = -