Learning Outcomes:
On successful completion of this module, students should be able to:
- Model representative dynamic process systems from mass and heat balances using ordinary differential equations, Taylor-series linearisation, Laplace-transform methods and transfer functions.
- Analyse the transient and steady-state behaviour of first- and second-order linear SISO systems, including systems with time delay (dead time).
- Identify simple open-loop process models and interpret process responses in the time and frequency domains.
- Formulate and analyse SISO feedback control systems, including sensors, actuators, closed-loop transfer functions and PID control modes.
- Determine closed-loop stability using characteristic equations, pole locations, Routh-Hurwitz methods, root-locus plots and frequency-response analysis using Bode plots.
- Design and tune PID controllers, including IMC-based tuning methods, and evaluate trade-offs involving performance, robustness, safety, sustainability, actuator limitations and practical constraints.