Experimental verification for closed loop control of thin plate surface temperature
Thin plate surface temperature control is investigated using inverse problem in a closed loop control approach. This was achieved by solving the periodic boundary one-dimensional heat conduction equation, using Laplace transform, to get the transfer function for both direct problem and inverse problem. The resulting transfer functions were processed using Zero-Pole expansion to get a polynomial transfer functions for facilitating the simulation. After the simulation study of the closed loop temperature control, a closed loop experimental approach was developed using the inverse problem from simulation and connecting the results with a physical system by replacing the simulated direct problem. Experimental results were compared to previous simulation results.
|Keywords||closed loop, experimental approach, heat conduction, inverse problem, zero-pole expansion|
|Conference||21st IEEE International Conference on Automation, Quality and Testing, Robotics, AQTR 2018|
Necsulescu, D.S. (Dan S.), Jarrah, B.A. (Bilal A.), & Sasiadek, J. (2018). Experimental verification for closed loop control of thin plate surface temperature. In 2018 IEEE International Conference on Automation, Quality and Testing, Robotics, AQTR 2018 - THETA 21st Edition, Proceedings (pp. 1–6). doi:10.1109/AQTR.2018.8402707