This note covers Reference
frames, The postulates of special relativity, Consequences of the relativity
postulates, Proper time and the invariant interval, Lorentz transformations I,
Applications of the Lorentz transformation, The pole and barn paradox,
Relativistic velocity addition formula, The twin paradox, Lorentz transformation
II, The position 2 vector, 2 vectors, The velocity 2 vector, The energy momentum
2 vector, Binding energies and relativistic kinematics.
This note explains the following topics: Special relativity, Prelude to
general relativity, Differential geometry and tensor calculus, Curvature and
general relativity.
Author(s): Dr. Juan A. Valiente Kroon,University of
London
This note covers Reference
frames, The postulates of special relativity, Consequences of the relativity
postulates, Proper time and the invariant interval, Lorentz transformations I,
Applications of the Lorentz transformation, The pole and barn paradox,
Relativistic velocity addition formula, The twin paradox, Lorentz transformation
II, The position 2 vector, 2 vectors, The velocity 2 vector, The energy momentum
2 vector, Binding energies and relativistic kinematics.
The reader is
assumed to have but little mathematical knowledge. Topics covered includes:
Geometry and Cosmology, The Fundamental Laws of Classical Mechanics, The
Newtonian World-System, The Fundamental Laws of Optics, The Fundamental Laws
of Electrodynamics and Einstein's Special Principle of Relativity.
This a textbook on special relativity, aimed at undergraduates who have
already completed a freshman survey course. The treatment of electromagnetism
assumes previous exposure to Maxwell's equations in integral form, but no
knowledge of vector calculus. Topics covered includes: Spacetime,
Foundations, Kinematics, Dynamics, Inertia, Waves, Coordinates, Rotation, Flux
and Electromagnetism.
This book covers the following topics: Special Relativity,
Lorentzian Geometry, Introduction to General Relativity, Null Structure
Equations, Applications to Null Hypersurfaces, Christodoulou’s Memory Effect,
Black Holes, Lagrangian Theories and the Variational Principle, Hyperbolic
Equations and Wave Propagation on Black Holes.
The purpose of this note is to introduce the theory of special relativity
in an easily understandable way.Covered topics are: The 2 Postulates,
The Relativity of Simultaneity, Length Contraction, Time Dilation, Lorentz
Transformation, The Metric, The Twins Paradox, Moving faster than light?,
Velocity Composition, Relativistic Dynamics and The 4-vector approach.
This note provides an informal introduction to that beautiful and amazingly
accurate theory of gravity called general relativity. The goal is to explain the
basic equation in this theory - Einstein's equation - with a minimum of fuss and
muss.
This note covers the following topics: Galilean Relativity, Special Relativity, Radar, Time Dilation, General
Relativity, Principle of Equivalence, Curved Spacetime, Light cones in curved
space-time.
This note covers the following topics: Frames of Reference and Newton’s Laws, The Speed of Light, Michelson-morley
Experiment, Special Relativity, The Lorentz Transformations, Time Dilation,
Adding Velocities: A Walk On The Train, Relativistic Dynamics, Mass and Energy,
Energy and Momentum In Lorentz Transformations, Transforming Energy Into Mass
and How Relativity Connects Electric and Magnetic Fields.
This
note covers the following topics: Principles of relativity, Time dilation and length contraction, Geometry of
spacetime, The Lorentz transformation, Causality and the interval, Relativistic
mechanics.