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Physics
Foundational Physics
Classical Mechanics
1. Introduction to Classical Mechanics
2. Mathematical Preliminaries
3. Kinematics: The Description of Motion
4. Dynamics: The Laws of Motion
5. Common Forces in Mechanics
6. Work and Energy
7. Systems of Particles and Linear Momentum
8. Rotational Motion
9. Static Equilibrium and Elasticity
10. Gravitation
11. Oscillatory Motion
12. Fluid Mechanics
13. Non-Inertial Reference Frames
14. Introduction to Advanced Formulations
Systems of Particles and Linear Momentum
Center of Mass
Locating the Center of Mass
Discrete Systems
Weighted Average Position
Continuous Distributions
Integration Methods
Motion of the Center of Mass
Center of Mass Velocity
Center of Mass Acceleration
Center of Mass Frame
Reference Frame Considerations
Simplification of Problems
Linear Momentum
Definition of Linear Momentum
Vector Nature
Units and Dimensions
Newton's Second Law in Terms of Momentum
Time Rate of Change of Momentum
Force as Momentum Change Rate
Momentum of Systems
Total Momentum
Individual Particle Contributions
Impulse
Definition of Impulse
Force-Time Product
The Impulse-Momentum Theorem
Statement and Proof
Impulse as Area Under Force-Time Curve
Applications to Collisions
Impact Forces
Time Duration Effects
Conservation of Linear Momentum
The Principle of Momentum Conservation
Isolated Systems
No External Forces
Applications to Isolated Systems
Recoil and Explosions
Gun and Bullet
Rocket Propulsion
Multi-Body Interactions
Internal vs. External Forces
Collisions
Classification of Collisions
Elastic vs. Inelastic
Head-on vs. Oblique
Elastic Collisions
Conservation of Kinetic Energy
Conservation of Momentum
Coefficient of Restitution
Inelastic Collisions
Perfectly Inelastic Collisions
Objects Stick Together
Partially Inelastic Collisions
Loss of Kinetic Energy
Collisions in One Dimension
Analysis and Equations
Before and After Velocities
Collisions in Two Dimensions
Conservation Laws in Multiple Dimensions
Vector Analysis
Scattering Angles
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8. Rotational Motion