Superphysics Superphysics

Relativity by Einstein Simplified

This book 'Relativity' is intended to give an exact insight into the theory of Relativity to interested readers who are not conversant with math or theoretical physics. --Einstein
The Experiment Of Fizeau
Section 13
The Experiment Of Fizeau →
The Heuristic Value Of The Theory Of Relativity
Section 14
The Heuristic Value Of The Theory Of Relativity →
General Results Of The Theory: E=mc2
Section 15
General Results Of The Theory: E=mc2 →
Experience of Special Relativity
Section 16
Experience of Special Relativity →
Minkowski’s Four–dimensional Space
Section 17
Minkowski’s Four–dimensional Space →
Special And General Relativity
Section 18
Special And General Relativity →
The Gravitational Field
Section 19
The Gravitational Field →
General Relativity Needs the Equality of Inertial and Gravitational Mass
Section 20
General Relativity Needs the Equality of Inertial and Gravitational Mass →
The Foundations of Classical Mechanics and Special Relativity are Unsatisfactory
Section 21
The Foundations of Classical Mechanics and Special Relativity are Unsatisfactory →
A Few Inferences From General Relativity
Section 22
A Few Inferences From General Relativity →
Behaviour Of Clocks And Measuring-rods On A Rotating Body Of Reference
Section 23
Behaviour Of Clocks And Measuring-rods On A Rotating Body Of Reference →
Euclidean And Non–euclidean Continuum
Section 24
Euclidean And Non–euclidean Continuum →