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equivalent resistance across a circuit made of 12 resistors |
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| Sep28-10, 11:28 AM | #1 |
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equivalent resistance across a circuit made of 12 resistors
hey can anybody please tell me how to solve this circuit??
![]() I tried this sum out but I can't understand which points are symmetrical and have same potential..or how the current is distributed |
| Sep28-10, 12:39 PM | #2 |
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The symmetry means that potential at C=D=E=F = 0.5 the pd between A and H
This means there is no current through the arms CD and FG. So you can ignore the 2 resistors there. This allows you to simplify the circuit using series and parallel resistors. |
| Sep29-10, 10:36 AM | #3 |
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ok, I solved the combinations and I got 3/4 R.
but what if the circuit is not symmetrical..that is if we have to find the equivalent resistance between A and B? |
| Sep29-10, 01:12 PM | #4 |
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equivalent resistance across a circuit made of 12 resistors
I also get 3/4 R.
If the circuit is not balanced, I can't see much use for it! Usually, these "bridge" type circuits are only useful when balanced. [eg Wheatstone bridge] To attempt to answer the question, though, one possibility would be to set up a system of Kirchhoff's Law equations for the various closed loops (where ΣIR = 0) as well as the main circuit supplying the pd that provides the main current. You would get 6 equations with 6 unknowns and a relationship between the main current and the applied pd. This would give the equivalent R. |
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