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Comments on Band pass filter given cutoff frequency and bandwidth

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Band pass filter given cutoff frequency and bandwidth

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I have decided to try design a band-pass filter with a cut-off frequency of 10kHz and bandwidth of 2 Hz.

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$$ \frac{1}{\sqrt{LC}} = 10001 \rightarrow LC = 1/100020001 sec^{2}$$

$$ \frac{R}{L} = 2Hz$$$$ \frac{1}{RC} = 2Hz$$

Here is what I have done but if I plug the values to WolphramAlpha

it says it doesnt have any solutions.What am I doing wrong?

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4 comment threads

What's the purpose? (4 comments)
Unreadable image deleted. (2 comments)
Equations (1 comment)
"Bandwidth"? (1 comment)
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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 : $$ LC = 100020001 , \frac{R}{L} = 2 $$

gives us the correct ratio between C1 and R1 and L1 with more detail:

C1:L1 = 100020001:1

C1:R1 = 100020001:2

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2 comment threads

At least now will you say what it is for? (5 comments)
Radians per second are not hertz. R/L is actually \$4\pi\$. You have inadvertently chosen to... (1 comment)
At least now will you say what it is for?
a concerned citizen‭ wrote almost 2 years ago

At least now will you say what it is for?

MissMulan‭ wrote almost 2 years ago

I am designing it for fun.

a concerned citizen‭ wrote almost 2 years ago

MissMulan‭ I see. So you are using volunteers' time for your fun. That is good to know.

MissMulan‭ wrote almost 2 years ago

@a concerned citizen it is a EE question.Why does it matter why I want to ask the question?

Skipping 1 deleted comment.

Elleanor Lopez‭ wrote almost 2 years ago

I work in academy and this screams homework.