IDENTIFICATION OF PARAMETERS IN MATHEMATICAL MODELS SWISHED RELUCTENCE THREE-PHASE ELECTRIC MOTOR OF CONTINUOUS FUNCTIONS ON CHEBYSHEV POLYNOMIALS BASED ON THE SET EQUIDISTANT POINTS

For continuous dependence of the parameters of switched-reluctance motor such as the flux linkage and electromagnetic torque results of numerical modeling is proposed to approximate continuous functions. At the same method was used, based on Chebyshev polynomials on a set of equidistant points. Determined by rational values of degrees of polynomials approximating the phase flux linkage and electromagnetic torque.