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Physics
Foundational Physics
Special Relativity
1. Foundations of Relativity
2. The Postulates of Special Relativity
3. Kinematic Consequences of the Postulates
4. The Lorentz Transformations
5. Spacetime: The Geometric View
6. Relativistic Mechanics
7. Relativistic Optics and Electromagnetism
8. Applications and Experimental Confirmations
9. Beyond Special Relativity
Relativistic Mechanics
Relativistic Momentum
Redefinition of Momentum
Mathematical Expression
Lorentz Factor Inclusion
Four-Momentum Concept
Conservation of Momentum
Collisions and Interactions
Elastic Collisions
Inelastic Collisions
Particle Creation and Annihilation
Relativistic Mass
The Concept of Relativistic Mass Increase
Historical Context
Early Interpretations
Conceptual Evolution
Modern View: Invariant Mass
Rest Mass as Fundamental
Relativistic Mass Obsolescence
Rest Mass
Definition and Significance
Intrinsic Property
Frame-Independent Quantity
Relativistic Energy
Relativistic Kinetic Energy
Mathematical Expression
Total Energy Minus Rest Energy
Momentum Dependence
Low-Velocity Limit
Classical Kinetic Energy Recovery
Binomial Approximation
Rest Energy
Definition and Calculation
Mass-Energy Content
E₀ = mc² Relationship
Mass-Energy Equivalence
The Equation E=mc²
Derivation from Lorentz Transformations
Energy-Momentum Relationship
Rest Frame Considerations
Derivation and Meaning
Physical Interpretation
Mass as Stored Energy
Energy as Inertial Property
Conversion of Mass to Energy and Vice Versa
Nuclear Fission
Binding Energy Release
Mass Defect Calculations
Nuclear Fusion
Light Element Combination
Stellar Energy Production
Particle-Antiparticle Annihilation
Complete Mass Conversion
Photon Production
Energy-Momentum Relation
The Invariant E² - (pc)² = (m₀c²)²
Derivation and Significance
Four-Vector Magnitude
Lorentz Invariant Quantity
Massless Particles
Properties of Photons
Zero Rest Mass
Energy-Momentum Relationship
Energy and Momentum of Light
E = pc for Photons
Radiation Pressure
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7. Relativistic Optics and Electromagnetism