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Dear Sirs,
I studied basic control engineering some 30 odd years ago. I did not come across the view that, a temperature system with a set point range anywhere between 0 to 1000 degrees C, would require the different PID values dependent upon the set point within that range. Further, a different set of PIDs for lets say 20 to 250 degrees C another set for 250 to 500 degrees C another for 500 to 900 etc etc.
I work with those that think this is a normal situation in control engineering? Surely, within most system s the loads and lag times remain constant throughout the control range therefore the PID values need not alter.
I am told that if you set Proportional values for let’s say a temp' increase from 20 deg to 600 degrees, then obviously these values would cause a massive overshoot if used to raise the temp from 20 deg' to 100 degrees, as the former gain would be far to high for the latter 80 degrees step change.
I just know this is wrong but can not argue the case.
Can anyone pass comment? I would be deeply grateful.
Thank you for your time in reading this missive.
Regards to all,
Ted
I studied basic control engineering some 30 odd years ago. I did not come across the view that, a temperature system with a set point range anywhere between 0 to 1000 degrees C, would require the different PID values dependent upon the set point within that range. Further, a different set of PIDs for lets say 20 to 250 degrees C another set for 250 to 500 degrees C another for 500 to 900 etc etc.
I work with those that think this is a normal situation in control engineering? Surely, within most system s the loads and lag times remain constant throughout the control range therefore the PID values need not alter.
I am told that if you set Proportional values for let’s say a temp' increase from 20 deg to 600 degrees, then obviously these values would cause a massive overshoot if used to raise the temp from 20 deg' to 100 degrees, as the former gain would be far to high for the latter 80 degrees step change.
I just know this is wrong but can not argue the case.
Can anyone pass comment? I would be deeply grateful.
Thank you for your time in reading this missive.
Regards to all,
Ted