Application of nortons theorem
This Free PDF Notes contains Application of norton’s theorem to a circuit yields for upcoming government exams. In addition, The Norton original circuit is exercised to depict any network of direct sources and impedances at a presented frequency. Norton’s theorem and its bipartite, Thévenin’s theorem, are extensively exercised for circuit anatomizing simplification and to study circuit’s original- fettle and steady- state reaction.
Norton’s theorem circuit diagram : In the case of proselytizing the complicated circuit into the simplified circuit, we generally exercise Norton’s theorem. He propounded the conception of proselytizing the complicated circuit possessing multitudinous resistances and voltages into the unornamented circuit holding only the current source and the resistance. In Application of norton’s theorem to a circuit yields, this unattached current source and the resistance are bellowed as the Norton’s current and original resistance as well to that circuit.
- Norton’s theorem gives:
- A) An equivalent current source in parallel with an equivalent impedance
- B) An equivalent current source in series with an equivalent impedance
- C) An equivalent voltage source in parallel with an equivalent impedance
- D) An equivalent voltage source in series with an equivalent impedance
- Correct Answer is A.
The statement of Application of norton’s theorem to a circuit yields is that “ any circuit has several energy origins; resistances can be superseded by an alternative current root in resemblant with the unwed resistance ” ii) From this interpretation, we learn a immediate response appendage. That Norton theorem gives an original circuit with an original current source in resemblant with original impedance.
Practical applications of norton’s theorem to a circuit yields
- Application of Norton’s theorem in a circuit results in
- a current source and an impedance in parallel
- a voltage source and an impedance in series
- an ideal voltage source
- an ideal current source
- Correct answer is A.
Use of Norton’s theorem to a circuit yields
Exercising Application of norton’s theorem to a circuit yields, we can streamline the complicated circuits possessing several voltages and resistances by Norton’s original circuit which has the current source in resemblant with an original resistance. These simplified circuits are fluent in the computation and chancing the effectiveness of the circuit. And if there any inaccuracy in the circuit can subsist fluently debugged.
- i) When the circuit is retaining so multitudinous voltages, uncouple that voltage by the resistance we determine. bestowing that current to the current fountain in Norton’s original circuit and concatenating Norton’s resistance in resemblant to the current gives Norton’s original circuit.
- ( ii) In analogous to Norton’s theorem, there’s a ‘ Thevenin theorem ’. Thevenin’s theorem states that the complicated circuit has multitudinous voltages that can be substituted by the circuit retaining a voltage fountain in series with the resistance across the payload.
- (iii) We exercise Norton and Thevenin theorem for the simplifications of the circuit, circuit anatomizing, and the steady- state reaction.
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