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My mistake was taking the third relationship $$ \frac{1}{RC} $$ which says how to find the bandwidth of a parallel RLC filter but we have a series RLC filter. Now solving the system : $$ LC = 100...
Answer
#2: Post edited
by
MissMulan
·
2022-07-15T18:16:15Z (over 2 years ago)
My mistake was taking the third relationship $$ \frac{1}{RC} $$ which says how to find the bandwidth of a parallel RLC circuit but we have a series RLC series.- Now solving the system : $$ LC = 100020001 , \frac{R}{L} = 2 $$
- gives us the correct ratio between C1 and R1 and L1 with more detail:
- C1:L1 = 100020001:1
- C1:R1 = 100020001:2
- My mistake was taking the third relationship $$ \frac{1}{RC} $$ which says how to find the bandwidth of a parallel RLC filter but we have a series RLC filter.
- Now solving the system : $$ LC = 100020001 , \frac{R}{L} = 2 $$
- gives us the correct ratio between C1 and R1 and L1 with more detail:
- C1:L1 = 100020001:1
- C1:R1 = 100020001:2
#1: Initial revision
by
MissMulan
·
2022-07-15T18:15:44Z (over 2 years ago)
My mistake was taking the third relationship $$ \frac{1}{RC} $$ which says how to find the bandwidth of a parallel RLC circuit but we have a series RLC series.
Now solving the system : $$ LC = 100020001 , \frac{R}{L} = 2 $$
gives us the correct ratio between C1 and R1 and L1 with more detail:
C1:L1 = 100020001:1
C1:R1 = 100020001:2