The magnetic structure of a synchronous machine is shown schematically in Figurel. Assuming that rotor and stator iron have infinite permeability, i.e., (μ→∞). For I-10 A, N=1000 trns, air gap length g= 1 mm, and pole face area, Ag-2000 cm²; (a) Find the air-gap flux d (b) Find the magnetic field density Bg through the air gap. (c) Calculate the magnetic energy stored in the magnetic circuit. Figure 1 Stator Air gap length g N turns Pole face, area Ag Rotor 818 Air gap permeability Ho

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The magnetic structure of a synchronous machine is shown schematically in Figurel. Assuming
that rotor and stator iron have infinite permeability, i.e.,
(μ). For I-10 A, N=1000 trns, air gap length g=1
mm, and pole face area, Ag-2000 cm²;
(a) Find the air-gap flux d
(b) Find the magnetic field density Bg through
the air gap.
(c) Calculate the magnetic energy stored in the
magnetic circuit.
Figure 1
Stator
μ18
Air gap length g
N turns
Pole face,
area Ag
Rotor
E18
20
Air gap
permeability
Ho
Magnetic flux
lines
Transcribed Image Text:The magnetic structure of a synchronous machine is shown schematically in Figurel. Assuming that rotor and stator iron have infinite permeability, i.e., (μ). For I-10 A, N=1000 trns, air gap length g=1 mm, and pole face area, Ag-2000 cm²; (a) Find the air-gap flux d (b) Find the magnetic field density Bg through the air gap. (c) Calculate the magnetic energy stored in the magnetic circuit. Figure 1 Stator μ18 Air gap length g N turns Pole face, area Ag Rotor E18 20 Air gap permeability Ho Magnetic flux lines
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