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PMSM Control Strategy Reference:
R. Krishnan, Permanent Magnet Synchronous and Brushless DC Motor Drives, CRC, 2010.
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Steady State Vector Diagram (1)
Id Iq d axis jXqIq jXdId lf lnet ls RsIa q axis leading power factor
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Steady State Vector Diagram (2)
Neglect Rs Or Id Iq d axis jXqIq jXdId lf lnet ls q axis leading power factor
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Steady State Vector Diagram (3)
Define Close to Unity Power Factor
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General Considerations
DC Motor PMSM Can use id for flux weakening control for IPM
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General Control Block Diagram
PPU Motor DC Bus Electrical Input Mechanical Output gate control signals Controller Reference
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Motor Modeling (1) abc to dq Dynamical Equation dq to abc
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Motor Modeling (2)
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Inside the Controller abc to dq Position Controller Speed Controller
gate control signals actually need two of them abc to dq Position Controller Speed Controller Current Controller d/dt * For reference
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Example: Hysteresis Current Controller
* For reference gate control signals dq Current Calculator dq to abc Hysteresis Controller Current Controller Algorithm:
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Example: PI Current Controller
gate control signals
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PMSM Control Strategies
Constant Torque and Flux Control Zero Direct Axis Current Control Unity Power Factor Control Given Power Factor Control Optimum Torque per Unit Current Control Constant Power Loss Control Maximum Efficiency Control
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Constant Torque and Flux Control
Solve (transcendental) equations One choice would be: SPM dq Current Calculator
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Zero Direct Axis Current Control
dq Current Calculator Steady State
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Unity Power Factor Control
dq Current Calculator Solve (transcendental) equations
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Given Power Factor Control
dq Current Calculator Solve transcendental equations
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Optimum Torque per Unit Current Control (1)
dq Current Calculator
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Optimum Torque per Unit Current Control (2)
dq Current Calculator
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Constant Power Loss Control
dq Current Calculator In the implementation, flux weakening needs to be considered.
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Maximum Efficiency Control
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