Control system engineers use MATLAB® and Simulink® at all stages of development – from plant modeling to designing and tuning control algorithms and supervisory logic, all the way to deployment with automatic code generation and system verification, validation, and test. MATLAB and Simulink offer:
- A multi-domain block diagram environment for modeling plant dynamics, designing control algorithms, and running closed-loop simulations
- Plant modeling using system identification or physical modeling tools
- Prebuilt functions and interactive tools for analyzing overshoot, rise time, phase margin, gain margin, and other performance and stability characteristics in time and frequency domains
- Root locus, Bode diagrams, LQR, LQG, robust control, model predictive control, and other design and analysis techniques
- Automatic tuning of PID, gain-scheduled, and arbitrary SISO and MIMO control systems
- Modeling, design, and simulation of supervisory logic for performing scheduling, mode switching, and fault detection, isolation, and recovery (FDIR)
“Using MathWorks tools for Model-Based Design, we simulated not only our control algorithms but also the physical hardware. By automatically generating code for the control software and the test bench, we reduced development time and implemented changes quickly. We visualized simulation and test results, which gave us confidence in the design that we ultimately deployed.”David Gendre, Astrium
Using MATLAB for Control Systems
Featuring: Model-Based Design and Collaborative Workflows
Model and Simulate Plant Dynamics
Use MATLAB and Simulink to build accurate plant models. Describe the complex dynamics of your plant using a variety of supported modeling approaches, and use the most appropriate approach for each component in your plant to create the system-level plant model.
Estimate plant dynamics from input-output data using system identification when you do not know the detailed structure of the model. Alternatively, create complex multidomain plant models without having to derive the underlying first-principles equations using physical modeling tools. Use blocks that represent mechanical, electrical, magnetic, hydraulic, pneumatic, and thermal components to map the component topography and physical connections of your system.
Design and Tune Feedback Compensators
Analyze and develop closed-loop compensators, and assess key performance parameters, such as overshoot, rise time, and stability margins. Trim and linearize nonlinear Simulink models. You can also model and analyze the effects of uncertainty on the performance and stability of your models.
Take advantage of Bode plots, root locus, and other linear control design techniques and automatically tune PID controllers in a simulation model or on test hardware. Prebuilt tools let you automatically tune decentralized multivariable controllers and leverage advanced control strategies, such as model predictive control and robust control. Use optimization methods to compute controller gains to meet rise-time and overshoot constraints.
Design and Simulate Supervisory Logic
Use Stateflow® to model, design, and simulate the supervisory logic in your control system, which schedules the operation of the controller, controls the operational mode of the system, and performs fault detection, isolation, and recovery (FDIR).
Use the graphical editor to build your logic as a state machine or a flow chart. You can also combine graphical and tabular representations, including state transition diagrams, flow charts, state transition tables, and truth tables, to model how your system reacts to events, time-based conditions, and external input signals. Visualize system behavior during simulation by using state diagram animations to highlight the active states and transitions in your model.
Deploy Designs to Embedded Controllers
Once you have designed your control system algorithms, you can refine them for implementation. You can specify the fixed-point data type properties of your design to prepare it for implementation with fixed-point arithmetic. After verifying control algorithms in closed-loop desktop simulations, deploy them to production microcontrollers, PLCs, and FPGAs by automatically generating C, structured text, or HDL code.
You can continuously test and verify your control system. Conduct hardware-in-the-loop (HIL) testing by running the control algorithm on an embedded controller and running the plant model in real time on a target computer connected to the controller. You can further verify and test your control system using formal verification methods.
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