State-Space Analysis and Design Applications: Wolfram U
Offered By: Wolfram U
Course Description
Overview
Learn to use the state-space model. Step-by-step approach to working with control systems and state-space applications using Wolfram Language.
Summary
This video gives a step-by-step approach to working with control systems and state-space applications using Wolfram Language. Each example begins with a problem definition and works toward a solution and a simulation using controller design methods, including pole placement and optimal control.
Featured Products & Technologies: Wolfram Language
You'll Learn To
Use Wolfram Language StateSpaceModel object
Design a controller for a suspension system in order to meet impulse response criteria using a mechanical suspension system
Use an optimal regulator to simulate a spacecraft tracking a live reference signal
Find a balanced subsystem and interactively design a controller using model reduction
Summary
This video gives a step-by-step approach to working with control systems and state-space applications using Wolfram Language. Each example begins with a problem definition and works toward a solution and a simulation using controller design methods, including pole placement and optimal control.
Featured Products & Technologies: Wolfram Language
You'll Learn To
Use Wolfram Language StateSpaceModel object
Design a controller for a suspension system in order to meet impulse response criteria using a mechanical suspension system
Use an optimal regulator to simulate a spacecraft tracking a live reference signal
Find a balanced subsystem and interactively design a controller using model reduction
Related Courses
Doing Clinical Research: Biostatistics with the Wolfram LanguageUniversity of Cape Town via Coursera Mathematica 11 Essential Training
LinkedIn Learning Computation and the Fundamental Theory of Physics
The Royal Institution via YouTube New in Wolfram Language and Mathematica 14: Wolfram U Webinar Series
Wolfram U System Modeling Study Group Sessions - Wolfram U
Wolfram U