Abstract
This paper presents a method to simulate three-phase induction
motor performance during faults. The three-phase induction motor voltage
and current relations are represented by an equivalent two-phase machine
using D-Q transformation. This results in a set of five first-order
nonlinear differential equations in terms of motor resistances,
inductances, voltages, currents, speed and load. A C-program is
developed to solve these equations. The program uses a Runga-Kutta
numerical approximation method. The method is applied to a 2.2 kW motor
model. Simulated voltages and currents obtained during different faults
are reported in the paper
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