Norton's theorem and Norton's equivalent (with solved example)
Norton's theorem and Norton's equivalent (with solved example):
Norton's theorem states that any linear circuit with voltage, current sources and resistances can be replaced by an equivalent circuit consisting of a current source( In) in parallel with a resistance (Rn).
In - Norton's current
Rn - Norton's resistance.
Norton' theorem provides a simplified Norton's equivalent circuit that can be substituted in place of a more complex circuit system.
Norton's theorem and Thevenin Theorem are among the most important theorems in circuit theory.
Norton's equivalent obtained by Norton's theorem can also be used to find out the Thevenin equivalent of a circuit and vice versa.
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