Applied Review: Commission and Explain a Tune
The Core Idea
Commissioning a proportional-integral-derivative (PID) loop means showing that it meets its operating requirements, not just finding settings that make one trend look good. You need evidence of target tracking, load recovery, and acceptable output behavior.
What you will learn
Apply the tuning workflow to a different process.
Verify target tracking, load recovery, and operating limits over the complete run.
Explain the final settings and the evidence for accepting the tune.
Why it matters
A tune is ready to hand over when another person can understand its settings, its tested limits, and the compromises you accepted.
Your commissioning brief
You are commissioning a different self-regulating heater. It starts at 22 °C, must hold 64 °C, and accepts 0–100% power. The measurement is clean, and the controller samples every 100 ms.
At 100 simulated seconds, a cooling load begins and stays on. Meet the operating limits without changing the requested target. Record enough evidence for another person to understand your settings and the compromise you chose.
| Requirement | Acceptance limit |
| Complete observation | Full 240 s, including the later load |
| Target arrival | PV must reach the target band |
| Highest temperature | At most 68.2 °C |
| Ending average absolute error | At most 0.84 °C over the final 48 s |
| Significant target crossings | At most 4 reversals beyond the ±0.84 °C band |
| Actuator command | Stay within the physical 0–100% limits |
The peak and error limits are 10% and 2% of the 42 °C start-to-target span. Crossings count reversals outside the band after the first actual target crossing; they are not whole oscillation cycles.
1. Investigate before tuning
Make a controlled 20% output step in the manual experiment and observe the full 90 s. This test finishes before the later cooling load begins. Record the delay before process variable (PV) moves, how quickly it approaches a new value, and the temperature change per percentage point of output.
Keep an experiment record. If you try another command, use Restart to return to 22 °C before comparing it with the first step. Manual testing does not itself demonstrate automatic target regulation.
2. Tune, restart, and test the load
The automatic copy starts fresh at 22 °C, with P = 1% output per °C, I = 0, D = 0. Run that baseline and save its trace. Name one problem, change one gain, restart, and compare the complete response.
The cooling load is equivalent to a 12 °C reduction in the plant's equilibrium temperature at a fixed output. Keep watching after 100 s: an acceptable first rise is only part of the job. The final error window occurs while the extra load is still present.
3. Explain the result
Record the final gains and units, highest PV, ending error, output before and after the load, and the main tradeoff. Explain whether D helped, whether output capacity was sufficient, and why you allowed the full observation window.
Also describe how you would handle manual/auto transfer and a heater interlock in the surrounding programmable logic controller (PLC) program. The response check verifies this tune's measured limits; your explanation connects that result to commissioning decisions.
Hint 1 — Use the process evidence
The manual response has a visible delay and a gradual approach. Avoid repeatedly increasing the command before the earlier change arrives. The P-only baseline can leave a persistent gap even when the process has enough heating capacity.
Hint 2 — A deliberate proportional-integral (PI) trial
Keep D at 0 while you investigate PI. Try P = 1.1% output per °C and I = 0.06% output per (°C·s), then restart and finish 240 s. Record what changes rather than treating those numbers as the only acceptable answer.
Worked commissioning record after your trials
The manual test indicates roughly 4 s dead time, 18 s lag, and 1.4 °C per percentage point of output. A 20% step approaches 50 °C from 22 °C. That gives useful evidence before choosing gains.
P = 1.1, I = 0.06, D = 0 meets the brief. P = 1.4, I = 0.07, D = 0 also meets it. The unloaded holding output is near 30%; under the persistent load it rises toward 39% while temperature returns to 64 °C.
The increased final output is the correction needed for the load. A copied aggressive P = 3, I = 0.5 tune exceeds the peak and crossing limits here. Judge the evidence, rather than the number of active controller terms.
Save a separate practice result
Lesson completion records your learning progress. The capstone below opens this same unfamiliar process in PID Practice and records a separate Done result only when a full run passes its response checks. Its target remains fixed at 64 °C.
Enable JavaScript to run the embedded simulator and complete the interactive exercises.