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Introduction to Control Systems | |
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Introduction | |
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Analytical Descriptions | |
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Analog and Digital Control | |
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System Design Objectives | |
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Measurement | |
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Measurement Principles | |
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Sensors | |
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Laplace Transforms | |
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Introduction | |
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Definition of the Laplace Transform | |
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Properties of Laplace Transforms | |
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Inverse Laplace Transform | |
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Analog Simulation | |
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Control System Models | |
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Transfer Functions | |
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Block Diagrams | |
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Mason's Gain Formula | |
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Controller/Compensator Transfer Functions | |
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Static and Dynamic Response | |
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Static Response | |
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Dynamic Response of 1st and 2nd Order Plants | |
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Characteristics of Dynamic Response | |
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Relation to Stability | |
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Stability | |
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Definitions of Stability | |
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Routh Stability Criterion | |
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Frequency Response Analysis | |
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Basic Principles | |
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Control System Bode Plots | |
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Bode Plot Applications | |
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Root Locus | |
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Introduction to Root Locus | |
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Root Locus Construction | |
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Root Locus Applications | |
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State Space Analysis | |
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State Space Definition | |
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Solving State Space Equations | |
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Simulation Diagrams and State Space Equations | |
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Transfer Function in State Space | |
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Controllability and Observability | |
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Introduction to Digital Control Systems | |
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Definition of a Digital Control System | |
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The Difference Equation | |
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Z-Transform and the Difference Equation | |
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Definition of the z-Transform | |
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Properties of z-Transforms | |
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Inverse z-Transform | |
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Difference Equation Solution | |
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Discrete Control Systems | |
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Sampled Plant z-Transform | |
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Open Loop Transfer Functions | |
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Closed Loop Transfer Functions | |
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Static and Dynamic Response | |
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Stability of Discrete Control Systems | |
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Conditions for Stability | |
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Stability Tests | |
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Discrete System Root Locus | |
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Discrete State Space | |
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State Space Equations in the Discrete Domain | |
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Discrete State Space Transfer Function | |
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Observability and Controllability | |
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Discrete Simulation Diagrams | |
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Appendices | |
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Odd Problem Solutions | |
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Index | |