The “Ohm’s law” for the magnetic circuit states that the net magnetomotive force (mmf) equals the product of the core reluctance and the core flux. (a) True (b) False
The “Ohm’s law” for the magnetic circuit states that the net magnetomotive force (mmf) equals the product of the core reluctance and the core flux. (a) True (b) False
The “Ohm’s law” for the magnetic circuit states that the net magnetomotive force (mmf) equals the product of the core reluctance and the core flux.
(a) True
(b) False
Expert Solution & Answer
To determine
Whether the given statement is true or false.
Answer to Problem 3.1MCQ
The given statement is true. The correct option is (a).
Explanation of Solution
Magneto-motive force is analogous to electro-motive force, magnetic flux is analogous to electric current and magnetic reluctance is analogous to electric resistance.
So ohm law for magnetic circuit can be stated as "magnetic flux produced in magnetic circuit is directly proportional to magneto-motive force".
Therefore, ϕαF
Simplify above equation.
ϕ=FRl
Rearrange above equation.
F=ϕRl
Here, F is magneto-motive force, ϕ is magnetic flux and Rl is value of reluctance.
So net magneto-motive force equal the product of core reluctance and core flux.
Thus, the given statement is true. The correct option is (a).
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Practice1
A single-phase step-down transformer of 83 kVA, nominal voltages 24kV/230 V, frequency 60 Hz is available.The following test parameters are available:Pfe = 216 W, Io = 2% Pcc = 1083 W, Vcc = 4%
Determine:a. Parameters Rcc, Xcc and Rfe of the equivalent circuit referring to the secondary.b. Relative voltage drops. εcc, εrcc, εxcc
A single-phase step-down transformer of 83 kVA, nominal voltages 24kV/230 V, frequency 60 Hz is available.The following test parameters are available:Pfe = 216W, Io = 2%, Pcc = 1083W, Vcc = 4%
Determine:
If the transformer is connected to 24 kV, a load Zc, fp = 0.866 in arrears, is installed in the secondary transformer, which consumes the nominal current. Calculate:• Transformer voltage regulation (perform calculations by PU's)• Maximum efficiency.
Chapter 3 Solutions
MindTap Engineering for Glover/Overbye/Sarma's Power System Analysis and Design, 6th Edition, [Instant Access], 1 term (6 months)
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