2009 International Conference on Electrical Machines and Systems 2009
DOI: 10.1109/icems.2009.5382780
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Rotor optimization of a segmented reluctance synchronous motor utilizing genetic algorithm

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Cited by 10 publications
(9 citation statements)
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“…Because SynRMs do not include permanent magnet, they cannot generate of magnet torque. Therefore, the electromagnetic torque, T e , consists of only reluctance torque and it is defined by the difference of daxis inductance, L d, and q-axis inductance, L q, given in (1) [24] 3 ( ) , 2…”
Section: A Working Principle and Torque Generation Of Synrm Machinesmentioning
confidence: 99%
“…Because SynRMs do not include permanent magnet, they cannot generate of magnet torque. Therefore, the electromagnetic torque, T e , consists of only reluctance torque and it is defined by the difference of daxis inductance, L d, and q-axis inductance, L q, given in (1) [24] 3 ( ) , 2…”
Section: A Working Principle and Torque Generation Of Synrm Machinesmentioning
confidence: 99%
“…1. This condition can be expressed as (11) where R ciω is the outer radius of the inner cylinder at the operating speed, R coω is the inner radius of the outer cylinder at the operating speed if the two cylinders are considered as separate entities. ε θics is the circumferential strain at the outer radius of the inner cylinder generated by the shrinkage pressure, S and ε θocs is the circumferential strain at the inner radius of the outer cylinder due to S. The shrinkage pressure is the load acting between the two cylinders causing them to deform to become compatible.…”
Section: Classical Modelsmentioning
confidence: 99%
“…Substituting (12)-(15) into (10) will generate equations for ε θics and ε θocs . Then, using (11), the relationship between the shrinkage pressure and the geometry of the cylinders during rotation can be determined (see (16)) The stress at any point in either the magnets or the sleeve can then be calculated using (12)-(15).…”
Section: Classical Modelsmentioning
confidence: 99%
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