Wednesday 19 March 2014

Torque equation of switched reluctance motor

Switched Reluctance Motor Control – Basic Operation and Example Using the TMS320F240. From (6), an analytical solution for the torque can be obtained. And the motion equation is: 6奪 噺 , 柱茸.


The reluctance motor is an electric motor in which torque is produced by the tendency. DC motor for its stator windings and has no coils or magnets on its rotor.

Equation (5) has the following implications: 1.

Positive torque is produced in this movement and the torque characteristic is similar to the characteristic as shown in Figure 5c.

In mathematical expression, the torque production process can be summarised by the following equations. Finite Element Verification of the prototype. This thesis investigated the implementation of an instantaneous torque control method reported. SRM drive, various voltage state.


The objective (ii) is also achieved similarly to the conventional AC motor by DTC, because the torque is increased or decreased by acceleration or. Comparative Analysis of DTC Based Switched. There are more possibilities how to do it, eg by measurements or calculation on the basis of electromag- netic field analysis. Electrical Engineering, University College of Engineering, Osmania University,.


Unlike common DC motor types, power is delivered to windings in the stator (case) rather than the rotor. For the magnetic flux of the switched reluctance motor SR 9 there were designed following equations. The primary disadvantage of SRMs is the relatively high torque ripple.


Geometrical design equations and. Switched reluctance motor (SRM)drives are favored in many industrial applications because of their cost advantage and ruggedness. However, the torque ripple and bus current ripple of. SRM restrict its application range compared with traditional AC and DC motors due to the doubly salient pole structure . An optimum pair of turn-on and turn-off angle that ensures stable and satisfactory full-load opera- tion is recommended.


Yoshihiro Nakazawa, Kazuhiro Ohyama. Fukuoka Institute of Technology.

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