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Systems Science
Dynamical Systems Modeling and Analysis
1. Introduction to Dynamical Systems
2. Mathematical Foundations
3. Modeling with Dynamical Systems
4. One-Dimensional Continuous Systems
5. One-Dimensional Discrete Systems
6. Two-Dimensional Linear Systems
7. Two-Dimensional Nonlinear Systems
8. Bifurcation Theory
9. Chaos Theory
10. Numerical Methods and Computational Analysis
11. Applications in Biology
12. Applications in Physics and Engineering
13. Applications in Chemistry
14. Applications in Economics and Social Sciences
15. Advanced Topics
Applications in Physics and Engineering
Mechanical Systems
Oscillators
Simple Harmonic Oscillator
Damped Oscillator
Driven Oscillator
Pendulum Systems
Simple Pendulum
Double Pendulum
Parametric Pendulum
Rigid Body Dynamics
Spinning Top
Gyroscopic Effects
Electrical Circuits
Linear Circuits
RLC Circuits
Resonance Phenomena
Nonlinear Circuits
Van der Pol Oscillator
Chua's Circuit
Josephson Junctions
Fluid Dynamics
Convection Systems
Rayleigh-Bénard Convection
Pattern Formation
Turbulence
Route to Turbulence
Strange Attractors in Fluids
Optics and Lasers
Laser Dynamics
Rate Equations
Instabilities
Nonlinear Optics
Optical Bistability
Chaos in Optical Systems
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