brashear
Computer
- Mar 5, 2005
- 83
Hi,
I am trying to understand and figure out what is the best way to control the motion of a voice coil motor using current control. I am using a "hysteresis mode" feedback seen here:
First of all, why is hysteresis even needed? Is it because high frequency switching will increase losses?
For my main question: when the sensed current is larger than some reference value, the comparator output will be off. During this off period, the H-bridge FETs can be arranged to provide 1) slow decay, in which the inductor is essentially shorted and discharges through the resistance of itself and the FETs or 2) fast decay, in which the inductor is essentially run in reverse. Am I correct so far? The part I don't understand is how exactly does slow decay mode also create braking for the motor? If I had to use slow decay mode, would I not have to account for this extra braking effect as a sort of damping if I had to model the system for controlling it?
In fast decay mode, it's kind of like locked anti-phase drive right? How come in this mode there is no braking effect?
I have read a lot of articles online but can't seem to be able to answer these questions.
I am trying to understand and figure out what is the best way to control the motion of a voice coil motor using current control. I am using a "hysteresis mode" feedback seen here:
First of all, why is hysteresis even needed? Is it because high frequency switching will increase losses?
For my main question: when the sensed current is larger than some reference value, the comparator output will be off. During this off period, the H-bridge FETs can be arranged to provide 1) slow decay, in which the inductor is essentially shorted and discharges through the resistance of itself and the FETs or 2) fast decay, in which the inductor is essentially run in reverse. Am I correct so far? The part I don't understand is how exactly does slow decay mode also create braking for the motor? If I had to use slow decay mode, would I not have to account for this extra braking effect as a sort of damping if I had to model the system for controlling it?
In fast decay mode, it's kind of like locked anti-phase drive right? How come in this mode there is no braking effect?
I have read a lot of articles online but can't seem to be able to answer these questions.