1 / 10

Load Control via P.I.D

Load Control via P.I.D. By: Katie Willenborg CEE 398KUC March 5, 2004. Role of a Load Controller. Eliminates need for vigilant operators Examples Speed Cruise Thermostat Controls anything that is a function of load Displacement Velocity Acceleration Load. What is P.I.D?.

harlow
Download Presentation

Load Control via P.I.D

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Load Control via P.I.D By: Katie Willenborg CEE 398KUC March 5, 2004

  2. Role of a Load Controller • Eliminates need for vigilant operators • Examples • Speed Cruise • Thermostat • Controls anything that is a function of load • Displacement • Velocity • Acceleration • Load

  3. What is P.I.D? • Proportional, Integral, Derivative • Provides many algorithms to control output • All algorithms include P, I, and D effect • Operates on closed loop • Other schemes a load controller may use: • One or two of P, I, or D • Open loop scheme

  4. Proportional Gain • Controller ouptut = Kp*error • Output is proportional to error • May become unstable if offset grows too large • Reduces rise time and steady-state error • Most effective at moderate frequencies

  5. Integral Gain • Controller output = Ki ∫ error d(t) • Output is proportional to time the error is present • Eliminates offset and steady-state error • May make the transient response worse • Most effective at low frequencies

  6. Derivative Gain • Control Output = Kd*derror/dt • Output is proportional to rate of change of error • Used to avoid overshoot • Increases the stability of the system • Improves transient response • Most effective at high frequencies

  7. CAUTION • There are many algorithms: • Out = Kp*[e(t) + 1/Ki*∫e(t)d(t) + Kd*de(t)/dt] • Each controller manufacturer uses a different algorithm • Some algorithms may not be appropriate for certain systems • Much disagreement on optimal way to tune a loop

  8. PID Software • LabVIEW PID Control Kit for Windows • National Instruments • Adds control algorithms to instrumentation software • ~$1000

  9. Load Controllers • Instron FastTrack • 8800 Series • Continuous update of PID control terms • Optimizes control parameters throughout test to suit changing stiffness characteristics of specimen • Automatic identification and calibration of all compatible transducers for accuracy and reliability

  10. Questions or Comments

More Related