Relation between flux linkage and voltage constant | power_PMSynchronousMachineParams
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Hello to everyone,
I am currently working on mathematical modeling of permanent magnet synchronous motor and stuck in computing some variables from standart manufacturer specifications.
Actually, I want to understand how can I compute flux linkage from Back EMF (Ke) constant.
In Simulink, the Permanent Magnet Synchronous Machine block (Simulink Library -> Simscape/Power Systems/Specialized Technology/Fundamental Blocks/Machines), under the Advanced tab, there is a GUI which name is "Compute from standard manufacturer specifications". In this GUI, I am able to understand the math beyond the Voltage constant (ke) transformations between Vpeak/kRPM and Vrms/(rad/s). But I can't understand how the "flux linkage established by magnets (V*s)" is calculating from this voltage constant value.
Unfortunately, there is no information in Help section of this block about this topic.
Can someone please explain this relation by mathematical derivations.
Thanks in advance.
Best Regards,
Yasin

Respuesta aceptada
Más respuestas (3)
The exact relationships between voltage constant Ke [V/krpm], torque constant Kt [N·m/A], and flux linkage λpm [V·s] are described on this page: https://www.mathworks.com/help/mcb/ref/surfacemountpmsm.html

These are valid for both surface and interior PMSM.
2 comentarios
Radek
el 1 de Mayo de 2024
Why mathworks divides Ke based on peak voltage by sqrt(3) ? That implies RMS regime. But RMS is meanigless in FOC theory.
At least I can exaplin the 2/3 term seems they can be exaplained by from adding https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/298101/torque-calculation-and-definition-of-flux-unit-v-hz/1043212#1043212
Radek
el 1 de Mayo de 2024
Also, here mathworks doesn't use sqrt(3) https://www.mathworks.com/help/sps/ug/parameterize-a-permanent-magnet-synchronous-motor.html. But they talk about Voltage peak to ground.
And the voltage between line conductors is √3 times the phase conductor to neutral voltage, so I guess that is what is happening. V_L-L is converted to V_L-N.
Yasin Cetin
el 20 de Feb. de 2019
Editada: Yasin Cetin
el 20 de Feb. de 2019
0 votos
Kadir Akgül
el 22 de Jun. de 2019
0 votos
I have same problem. Did you solve the problem?
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