Expansion control set-based forecast flux linkage control method of permanent-magnet synchronous motor
A permanent magnet synchronous motor and extended control technology, which is applied in the direction of controlling generators, controlling electromechanical brakes, controlling electromechanical transmissions, etc., can solve problems such as difficulty in fixing weight coefficients, large torque fluctuations, sector misjudgments, etc., and achieve good results. Effects of control performance, suppression of steady-state fluctuations, and expansion of control degrees of freedom
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Embodiment 1
[0052] The embodiment of the present invention adopts the stator flux vector as the control variable, which can avoid the sector misjudgment problem in the traditional extended control set model predictive torque control strategy, and also avoids the process of weight coefficient adjustment; in the construction of the cost function In the process, the influence of different control sets on the flux linkage trajectory in the whole sampling period is considered, and the average stator flux fluctuation is calculated by the integral method, which can further suppress the steady-state fluctuation of torque and stator flux; through the optimal stator voltage vector The cascaded synthesis process can directly obtain the duty cycle signal without the need of the space vector pulse width modulation process. Embodiments of the present invention are described through the following parts:
[0053] 101: Mathematical modeling of the controlled object, namely the permanent magnet synchronous...
Embodiment 2
[0059] The scheme in Embodiment 1 is further introduced below in conjunction with specific calculation formulas, examples, and accompanying drawings, see the following description for details:
[0060] 1. Modeling of permanent magnet synchronous motor
[0061] The mathematical model of the permanent magnet synchronous motor is established under the two-phase static coordinate system. The embodiment of the present invention uses vectors to represent variables, and the vector variables are bolded. For example: the stator flux vector can be expressed as ψ s = ψ sα +jψ sβ , where ψ sα is the α-axis stator flux vector component, ψ sβ is the flux vector component of the β-axis stator. The stator voltage equation and flux linkage equation can be expressed as:
[0062]
[0063] In the formula, R s and L s Represents stator resistance and inductance; V s and i s Indicates the stator voltage vector and current vector; ψ s and ψ r Represent the stator flux vector and the pe...
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