Relativity Science Calculator - A Simpler Lorentz Transformation Derivation .
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einstein relativity physics theory


A Simpler Lorentz Transformation Derivation

no simultaneity

§ Assume strictly and only  from the Michelson - Morley Experiment ( 1887 ) - that is, we know nothing more than that which is obtained from this famous experiment and its ad - hoc solution:

1).

lorentz length contraction,

"Lorentz Length Contraction" of  einstein relativity physics theory in frame  einstein physics theory moving away from stationary frame  proper time  as measured in  cosmology ;

2).

time dilation.png

"Lorentz Time Dilation"  of  einstein relativity physics theory in  relativity physics theory moving away from stationary  relativistic mass  system as measured in  constant speed of light ;

3).  Assume also the extent of the distance of the light flash from

albert einstein

describes a rigid rod.

§ Some definitions:

a).  In system  einstein relativity physics theory:

relativistic time

b).  In system  einstein relativity physics theory :

relativistic mass

since  einstein relativity physics theory is moving away from  black hole radius  with velocity kurt schwarzschild.

c).  Because

mathematical physics

This latter is true because the entire system  einstein relativity physics theory is relatively moving away from system frame  relativity physics theory   with velocity  relativity science  in  relativity science calculator - time  albert michelson .

§ Lorentz Transformation Equations Derivation:

I.  Using "Lorentz Length Contraction" ad - hoc assumption of the Michelson - Morley Experiment ( 1887 ),

einstein relativity physics

This part was easy!

II.  We will be using "Lorentz Time Dilation" ad - hoc assumption of the Michelson - Morley Experiment ( 1887 ) in this rather more complicated following derivation:

lorentz time dilation

Nothing more to say!!


einstein relativity physics theory

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einstein relativity physics theory Lorentz-FitzGerald length contractiontime dilation
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