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Control Systems
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__TOC__ 1Control Systems
Preface
Signals and Systems
Professional
Table of Contents
Special Pages
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Preface
Controls Introduction
Introduction
System Identification
Digital and Analog
System Metrics
System Modeling
Classical Control Methods
Transforms
Transfer Functions
Poles and Zeros
Modern Control Methods
State-Space Equations
Linear System Solutions
Time-Variant System Solutions
Digital State-Space
Eigenvalues and Eigenvectors
Standard Forms
MIMO Systems
Realizations
System Representation
Gain
Block Diagrams
Feedback Loops
Signal Flow Diagrams
Bode Plots
Nichols Charts
Stability
Stability
State-Space Stability
Discrete-Time Stability
Routh-Hurwitz Criterion
Jury's Test
Root Locus
Nyquist Stability Criterion
Controllers and Compensators
Controllability and Observability
System Specifications
State Feedback
Estimators and Observers
Eigenvalue Assignment for MIMO Systems
Controllers and Compensators
Polynomial Design
Adaptive Control
Adaptive Control
Nonlinear Systems
State Machines
Nonlinear Systems
Common Nonlinearities
Noisy Systems
Noise Driven Systems
Introduction to Digital Controls
Digital Control Systems
Discrete-Time Stability
System Delays
Sampled Data Systems
Z Transform Mappings
Linear Matrix Inequalities in Control
Linear Matrix Inequalities
A List of Linear Matrix Inequalities in Control
Examples
Examples
Appendices
Physical Models
Transforms
System Representations
Matrix Operations
Using MATLAB ®
Using Octave
Using Julia
Using Scilab
Using Python
Resources, Glossary, and License
Glossary
List of Equations
Resources
Licensing
C
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he:תורת הבקרה
ja:制御システム
Systems engineering