Question
Download Solution PDFIn a simple coplanar network, there are 7 branches and 4 junctions. How many mesh currents are required for the solution of the network?
This question was previously asked in
HPCL Engineer Electrical 01 Nov 2022 Official Paper
Answer (Detailed Solution Below)
Option 3 : Four
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Download Solution PDFThe correct answer is option 3):(Four)
Concept:
Nodal Analysis:
- Nodal analysis is a method of analyzing networks with the help of KCL equations.
- For a network of N nodes, the number of simultaneous equations to be solved to get the unknowns = Number of KCL equations = N - 1
Mesh Analysis:
- Mesh analysis is a method of analyzing networks with the help of KVL equations.
- For a network having N nodes and B branches,
- the number of simultaneous equations to be solved to get Unknowns
- the unknowns = Number of KVL equations = number of independent loop equations = B - N + 1 Where, B = no of the branch, N = No of node
Calculation:
Given
B = 7
N = 4
No of mesh current = 7-4 +1
= 4
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