Keywords: contactless dc motor mathematical model, contactless dc motor mathematical model, the control system, modeling
MATHEMATICAL MODEL MANAGEMENT SYSTEM BRUSHLESS DIRECT CURRENT MOTOR
UDC 621.313.292
DOI:
In this paper we study the control system contactless direct current motor based on a mathematical model using the Park and Clark.
1. Kiselev D.P. Adaptive management modeling in electromechanical system / D.P. Kiselev, O.A. Kiseleva // Modeling, optimization and information technology.-2014.- No. 3 (6) - p. 1-4.
2. Romanov A.V. Elements of calculation of control systems for electric drives: Workshop: textbook / A.V. Romanov, O.A. Kiseleva - Voronezh: GOUVPO "Voronezh State Technical University", 2011.153 p.
3. Kiseleva O.A. Modeling a state observer in electromechanical system based on a contactless motor DC / OA Kiseleva, D.P. Kiselev // Modeling, optimization and information technology.-2014.- No. 3 (6) - p. 4-6.
4. Kiseleva O.A. The mathematical model of the control system contactless DC motor in the presence of delay as and management / O.A. Kiseleva, T.V. Popova, V.E. Bukatova // Electrotechnical complexes and control systems. - 2010.- №1.- p. 15-19.
5. Kiseleva O.A. Synthesis of a deterministic discrete logic-dynamic system with non-contact DC motors current / O.A. Kiseleva, V.E. Bukatova, T.V. Popova // Electrical complexes and control systems. - 2009.- No. 4.- p. 11-14/
Keywords: contactless dc motor mathematical model, contactless dc motor mathematical model, the control system, modeling
For citation: Kiseleva O.A., Romanov A.V., Kiselev d D.P. MATHEMATICAL MODEL MANAGEMENT SYSTEM BRUSHLESS DIRECT CURRENT MOTOR. Modeling, Optimization and Information Technology. 2015;3(1). URL: https://moit.vivt.ru/wp-content/uploads/2015/03/KiseleviRomanov_1_15_1.pdf DOI: (In Russ).
Published 31.03.2015