i want to transform 3 phase sinusoidal to D-Q synchronous reference frame using matlab simulation,in fact i have a feedback from angle to using in field oriented control, and i don't know should i take in output (Q-Q) a dc waveform?
You can type " transformations" in matlab/simulink, there is useful blocks to transfer from abc to alpha-beta,d-q,... .But by using this block should be careful about '' wt'' input. in addition you can transfer from abc to d-q,... using klark transformation matrice.
but i dont know how should i use it just in synchronous reference frame?
for example, my thesis is about FOC(field oriented control) i have a feedback from tetha to make SIN and COS and use in abc to dq transformation,as we know,in the output i should have a DC wave form but there is sin wave
You should be careful that you work in which reference frame( rotor or stator), so feedback of theta is theta_stator(field_angle) or is the theta_rotor, in the second case you should be careful that the theta has measured is mechanical or electrical.
Hi I am currently doing a project on boost type PWM rectifiers,i have to do a simulation of my ckt in dis regard. As i m a new user of MATLAB- simulink i need help! pls can anyone give me example for performing abc-dq transforamtion in simulink? i dnt understand how to give inputs. there are 3 phases and oly one parameter stating abc, how do i connect the other inputs.. pls enlighten me on this.
Answer by Ravikrishna sivakumar on 30 Dec 2011
use mux block to multiplex your currents then give it to abc of the abcto dq converter..use discrete virtual pll block to generate sincos and connect to sin_cos block..
The Transformations section of the Control and Measurements library contains the abc to dq0 block. This is an improved version of the abc_to_dq0 Transformation block. The new block features a mechanism that eliminates duplicate continuous and discrete versions of the same block by basing the block configuration on the simulation mode. If your legacy models contain the abc_to_dq0 Transformation block, they will continue to work. However, for best performance, use the abc to dq0 block in your new models.
The abc_to_dq0 Transformation block computes the direct axis, quadratic axis, and zero sequence quantities in a two-axis rotating reference frame for a three-phase sinusoidal signal.
The Transformations section of the Control and Measurements library contains the dq0 to abc to block. This is an improved version of the dq0_to_abc Transformation block. The new block features a mechanism that eliminates duplicate continuous and discrete versions of the same block by basing the block configuration on the simulation mode. If your legacy models contain the dq0_to_abc Transformation block, they will continue to work. However, for best performance, use the dq0 to abc block in your new models.