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Stabilizability and optimal control of switched differential algebraic equations
Paul Wijnbergen
Systems, Control and Applied Analysis
Research output
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Thesis
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Thesis fully internal (DIV)
182
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Dive into the research topics of 'Stabilizability and optimal control of switched differential algebraic equations'. Together they form a unique fingerprint.
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Engineering
Energy Engineering
100%
Sufficient Condition
100%
Optimal Control
100%
Stabilizability
100%
Algebraic Equation
100%
Networks (Circuits)
100%
Optimal Controller
100%
Quadratic Cost
50%
Considered System
50%
Mechanical Systems
50%
Hydraulics
50%
System Behavior
50%
Component Failure
50%
Qualitative Property
50%
Mathematics
Necessary and Sufficient Condition
100%
Optimal Control Theory
100%
Algebraic Differential Equations
100%
Dynamical System
50%
Differential Equation
50%
Control Problems
50%
Algebraic Equation
50%
System Behavior
50%
Structural Change
50%
Keyphrases
Hydraulic Shock
25%
Fluid Network
25%