Design of Digital Control Using State Space Methods
ACS6317 State-Space Control Design
Module DescriptionThe aims of this modules are: to introduce state-space methods for the analysis and design of controllers for multivariable systems; to teach the use of analytical tools and methods for state-space control design; to demonstrate similarities between continuous and sampled data systems; and to extend the analysis to non-linear systems. Material to be covered includes: Structural properties (modal decomposition, reachability, observability, stability); design (pole assignment, observer design, separation principle, internal model principle, optimal control, LQG, reference tracking, integral control) of continuous systems and equivalents for sampled-data systems. Credits: 10 (Autumn semester) Pre-requisites: Classical control, calculus and linear algebra Restrictions: cannot be taken by students who have already taken ACS317. | Module Leader Dr Bryn Jones If you have any questions about the module please talk to me during the lectures or the labs in the first instance. It is likely that other students will learn from any questions you ask as well, so don't be afraid to ask questions. Outside of lectures please contact me via email during normal working hours (9am-5pm Monday - Friday). |
Learning Outcomes | Learning OutcomesBy the end of the module students will be able to:
This module satisfies the AHEP3 (Accreditation of Higher Education Programmes, Third Edition) Learning Outcomes that are listed in brackets after each learning outcome above. For further details on AHEP3 Learning Outcomes, see the downloads section of our accreditation webpage. |
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Syllabus | SyllabusIntroduction to state-space: State-space description of multivariable physical systems; continuous-time and sampled-data systems; Linear state-space description; Canonical state-space transformations; Linearisation and equilibrium points. Analysis: Solution of state-space equations; State-transition matrix; Discretisation of continuous-time systems; Modal decomposition; Transfer functions of state-space systems. Structural Properties. Controllability; Observability; Stability; Minimal realisation; Stabilizability; Detectability. Controller Design: State-feedback pole assignment; Linear Quadratic Regulator (Optimal control); Reference tracking, Integral control (state augmentation and disturbance estimation); Internal model principle. Observer Design: Pole assignment; Separation principle; Kalman filter (Optimal estimation). |
Teaching Methods | Learning and Teaching MethodsLectures: 18 hours |
Teaching Materials | Learning and Teaching MaterialsAll teaching materials will be available via MOLE. |
Assessment | Assessment2 hour written examination - 90% Coursework (lab exercises) - 10% No resit examination is available for this module. |
Feedback | FeedbackThis module does not include marked assignments, but does involve interactive sessions between the Module Leader and all students as follows:
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Student Evaluation | Student EvaluationStudents are encouraged to provide feedback during the module direct to the lecturer. Students will also have the opportunity to provide formal feedback via the Faculty of Engineering Student Evaluation Survey at the end of the module. |
Recommended Reading | Recommended ReadingCore texts:
Recommended texts:
Additional texts:
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Design of Digital Control Using State Space Methods
Source: https://www.sheffield.ac.uk/acse/current/modules1819/acs6317
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