Finding Equivalent Resistor & Capacitor Networks

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To find equivalent resistor and capacitor networks, it's essential to understand how to add resistors in series and calculate equivalent resistance in parallel. Simplifying the circuit by replacing parallel resistors and series resistors with their equivalents can help clarify the network. The same techniques apply to capacitors, where parallel and series capacitors can be resolved into equivalent capacitance while maintaining key nodes. It's crucial to identify nodes of interest, such as A and B, to avoid losing important measurement points in the simplification process. Mastering these techniques allows for easier analysis and drawing of equivalent networks.
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I don't understand how can I draw a new network finding the equivalent network.
Are there any techniques that I have to know?

Also, can the technique also applied to capacitor network finding equivalent capacitor network~??

Thanks!
 
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You only need to know how to add resistors in series and find equivalent resistance in parallel. Think of the points A,B,C,D as nodes. What is the eq resistance between A and C for eg.? Once you have that redraw the circuit. Do this for the rest.
 
herich said:
I don't understand how can I draw a new network finding the equivalent network.
Are there any techniques that I have to know?

Also, can the technique also applied to capacitor network finding equivalent capacitor network~??

First simplify your drawing as much as possible. Remove the parallel resisters and replace with equivalent R. Likewise remove the series resistors and replace with equivalent. (Of course you must be careful to preserve the nodes of interest.) In the case of this problem your resulting network is much simpler and you can see the answer from inspection.

You can likewise treat capacitive networks, by employing the same simplification techniques. Resolve parallel capacitors and series capacitors into equivalent capacitance - preserving of course any nodes of interest.
 
I'm sorry, but what's "nodes of interest"?
 
herich said:
I'm sorry, but what's "nodes of interest"?

The nodes of interest in your problem to me would be A and B. I was merely cautioning you not to combine a point that you would want to measure inside an equivalent resistance.
 
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