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A DC shunt motor has an armature circuit resistance (Ra) of $\\var c$Ω and a shunt field resistance (Rf) of $\\var d$Ω. The motor is connected to a $\\var V$V supply. On no-load the input current is $\\var f$A at a speed of $\\var N$rpm. On full-load the the input current is $\\var g$A. Calculate the back emf (E) generated and the speed of the motor at full-load.
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\nRotor speed (n) = [[0]]rps
\nField Current (If) = [[1]]A
\nArmature current (Ia) = [[2]]A
\nBack emf (E) = [[3]]V
\nConstant (kφ) = [[4]]
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\nArmature current (Ia) = [[0]]A
\nBack emf (E) = [[1]]V
\nRotor speed (n) = [[2]]rps
\nRotor speed (N) = [[3]]rpm
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\nV
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\nPower
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\nReactive power=[[4]]kVAr
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