Axisymmetric problem of transient heat transfer.
Insulation thermal conductivity λ = 0.1 W/K-m,
Initial temperature T0 = 20°C,
Required water temperature T = 70°C (±5°C),
Ambient air temperature 20°C, convection coeffitient 3 W/K-m2,
Heater power Q = 2 kW.
Simulate control system operation and make a temperature vs. time plot.
In QuickField it is possible to connect non-stationary thermal problems and transfer the temperature distribution from one problem to another one. Coupled problems share the geometric model file, but can have different data files and simulate different time intervals. So you can create a long chain of problems to simulate series of switching heating/cooling processes.
To implement the control system, two problems were connected in a closed loop: the second problem takes the temperature distribution from the first problem results, and the first problem takes the temperatures from the second problem results. Thus, if both problems are simulated one-by-one, then a certain time interval of the transient thermal process is modelled.
The control system works through the QuickField application programming interface (API) and launches simulation loop, measures the temperature at the end of the cycle, counts the number of cycles passed (total process time), and sets the power source value in the 'heater' block.
Control the workflow in Simulink and plot the temperature vs time.