Analyze magnetic paths that branch, similar to electrical parallel resistors.
Rtotal=422,290+3,183,100=3,605,390 AT/Wbscript cap R sub t o t a l end-sub equals 422 comma 290 plus 3 comma 183 comma 100 equals 3 comma 605 comma 390 AT/Wb
F=Φ1⋅Rtotal=(0.4×10-3)⋅476,640.5=190.66 Atcap F equals cap phi sub 1 center dot script cap R sub t o t a l end-sub equals open paren 0.4 cross 10 to the negative 3 power close paren center dot 476 comma 640.5 equals 190.66 At magnetic circuits problems and solutions pdf
Ri=0.398(4π×10-7)⋅1500⋅(500×10-6)script cap R sub i equals the fraction with numerator 0.398 and denominator open paren 4 pi cross 10 to the negative 7 power close paren center dot 1500 center dot open paren 500 cross 10 to the negative 6 power close paren end-fraction
Level 1: Linear Series Magnetic Circuits (Single material, uniform area). Analyze magnetic paths that branch, similar to electrical
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F=Φ×Rtotal=(4×10-4)×2,387,323≈954.93 Atscript cap F equals cap phi cross script cap R sub total end-sub equals open paren 4 cross 10 to the negative 4 power close paren cross 2 comma 387 comma 323 is approximately equal to 954.93 At
Ferromagnetic materials do not have a constant relative permeability ( μrmu sub r increases,
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