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Author Topic: New factor of length contraction without relative time.  (Read 1366 times)

Offline simplified

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A forward part of travelling object is reduced. A back part of travelling object is extended. Therefore we see light speed always the constant.

                        b=c/[(c-v*cos a)*g)

b- factor of length contraction
v- speed of object
c- light speed
a - angle between direction of motion and direction of measurement
g - gamma factor

This formula is made according to laws of measurement of speeds.
« Last Edit: 25/07/2012 08:46:58 by simplified »


 

Offline butchmurray

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Re: New factor of length contraction without relative time.
« Reply #1 on: 25/07/2012 06:44:22 »
Contraction of an image in the horizontal direction only with image editing software produces a visualization of  the  result of length contraction in the direction of motion at a relativistic velocity exactly as hypothesized in the Theory of Special Relativity for any shape and any angle.

Image A: Diagonal light path judged from within the moving frame.

Image B: Diagonal light path judged from relative rest.

I copied image A, contracted the copy in the direction of motion to create image B.
 

Offline simplified

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Re: New factor of length contraction without relative time.
« Reply #2 on: 25/07/2012 08:59:29 »
Let's consider any speed v=c(g^2-1)^1/2 / g
For example g=3 than v=282647040 m/s
If a=0 than b=5.828427
 The traveler overcomes 282647040m/s,his light 299792458m/s.We see their relative speed=17145418 m/s.The traveler sees 17145418 m as 99930819m per our second.He has a slowed time in 3 times, therefore sees light speed 299792458 m/s.
« Last Edit: 25/07/2012 09:02:50 by simplified »
 

Offline simplified

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Re: New factor of length contraction without relative time.
« Reply #3 on: 31/07/2012 17:37:04 »
Use of the factor for definition of change of light frequency .

                                            f_0=f_s*b
 

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Re: New factor of length contraction without relative time.
« Reply #3 on: 31/07/2012 17:37:04 »

 

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