Finding impedance of rlc parallel ckt

AI Thread Summary
In finding the impedance of a parallel RLC circuit, the common approach involves calculating the individual admittance of each component, summing these values, and then taking the reciprocal to obtain the total impedance. This method is preferred because it aligns with the principles of circuit analysis and ensures accuracy. Some users express confusion over why this method differs from traditional parallel resistance calculations, noting discrepancies in results. However, it is emphasized that both methods should yield the same outcome when applied correctly. The discussion encourages users to verify their calculations to identify any potential errors.
umed9
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in most of the books i have seen that while finding an impedance for an parallel RLC circuit first they find the individual admittance of each of the element the after summation of these they take reciprocal to find the impedance
why is it done like that can't we find the impedance in a normal way of finding resistance in parallel circuit
 
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the result does comes different by two methods
 
umed9 said:
in most of the books i have seen that while finding an impedance for an parallel RLC circuit first they find the individual admittance of each of the element the after summation of these they take reciprocal to find the impedance
why is it done like that can't we find the impedance in a normal way of finding resistance in parallel circuit

umed9 said:
the result does comes different by two methods

Can you show us how you get two different results using the two different methods? I would not expect that...
 
If you add the admittance and convert to impedance you will get the same result as working out the impedance of 3 parallel elements. Just do the math both ways with Z1, Z2, and Z3 and if they don't agree, do it again until you find the math error. 1/((1/Z1) + (1/Z2) + (1/Z3)) = Zt and the long form for Z1||Z2||Z3 = Zt where Z1||Z2 is (Z1*Z2)/(Z1+Z2)
 
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