Refer to the figure below. A toroid consists of a ring having an inner radius a and outer radius b. The cross-section of the ring is a rectangle having a height of . Determine the integral that will solve the magnetic flux. Assume that the toroid has current /having N turns and relative permeability of Z b y O offit == =0p=a O HIN St Soth 2p=0 HIN O O p= p=b dpdz P dpdz p² dpdz zap=0 p² psb Sh Sh dpdz P 2=0 pma == +== O None of the choices a

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Refer to the figure below. A toroid consists of a ring having an inner radius a and outer radius b. The cross-section of the ring is a rectangle having a height of h. Determine the integral that will solve the magnetic flux. Assume that the toroid has current /having N turns and relative
permeability of
Z
b
y
X
@p=b dpdz
μIN
-S" S=
ø=
2π
z=0
P
p=a
O
HIN
04-May Soft
d=
@p=h dpdz
p²
2π
z=a p=0
HIN
-
St S=
4
z=a p=0
p=b
HIN
04-
S" S=²
4
z=0 p=a
O None of the choices
O
@p=h dpdz
p²
dpdz
P
a
Transcribed Image Text:Refer to the figure below. A toroid consists of a ring having an inner radius a and outer radius b. The cross-section of the ring is a rectangle having a height of h. Determine the integral that will solve the magnetic flux. Assume that the toroid has current /having N turns and relative permeability of Z b y X @p=b dpdz μIN -S" S= ø= 2π z=0 P p=a O HIN 04-May Soft d= @p=h dpdz p² 2π z=a p=0 HIN - St S= 4 z=a p=0 p=b HIN 04- S" S=² 4 z=0 p=a O None of the choices O @p=h dpdz p² dpdz P a
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