bringin einstein and lorentz to justice
  Home FAQ Contact Sign in
alt.philosophy only
 
Advanced search
POPULAR GROUPS

more...

alt.philosophy Profile…
 Up
bringin einstein and lorentz to justice         


Author: dedanoe
Date: Sep 9, 2008 14:42

Under the leadership of Einstein's SRT:

t'=(t-V/c x/c)/Sqrt(1-Sqr(V/c))
t=(t'+V/c x'/c)/Sqrt(1-Sqr(V/c))

x'=(x-Vt)/Sqrt(1-Sqr(V/c))
x=(x'+Vt')/Sqrt(1-Sqr(V/c))
---------------------------------
As cited from "General Physics I"
SBN: 9989-43006-3
=================================
The hack:
---------------------------------
x'/t = (x-Vt)/(t'+V/c x'/c) and
x/t' = (x'+Vt')/(t-V/c x/c) ==>
x't'+VSqr(x'/c) = xt-vt^2 and
xt-VSqr(x/c)=x't'+Vt'^2 ==>

x't'-xt=-V(Sqr(x'/c)-t^2) and
x't'-xt=-V(Sqr(x/c)-t'^2) ==>

-(x't'-xt)/V=(t^2+Sqr(x'/c)) and
-(x't'-xt)/V=(t'^2+Sqr(x/c)) ==>
Show full article (0.77Kb)
2 Comments
Re: bringin einstein and lorentz to justice         


Author: Langevinger66
Date: Sep 9, 2008 15:44

On 9 sep, 23:42, dedanoe gmail.com> wrote:
> Under the leadership of Einstein's SRT:
>
> t'=(t-V/c x/c)/Sqrt(1-Sqr(V/c))
> t=(t'+V/c x'/c)/Sqrt(1-Sqr(V/c))
>
> x'=(x-Vt)/Sqrt(1-Sqr(V/c))
> x=(x'+Vt')/Sqrt(1-Sqr(V/c))
> ---------------------------------
> As cited from "General Physics I"
> SBN: 9989-43006-3
> =================================
> The hack:
> ---------------------------------
> x'/t = (x-Vt)/(t'+V/c x'/c) and
> x/t' = (x'+Vt')/(t-V/c x/c) ==>
> x't'+VSqr(x'/c) = xt-vt^2 and
> xt-VSqr(x/c)=x't'+Vt'^2   ==>
>
> x't'-xt=-V(Sqr(x'/c)-t^2) and ...
Show full article (0.90Kb)
no comments
Re: bringin einstein and lorentz to justice         


Author: Dirk Van de moortel
Date: Sep 10, 2008 03:20

dedanoe gmail.com> wrote in message
2d2bc633-140c-4bf0-bf4c-f2203666031a@k13g2000hse.googlegroups.com
> Under the leadership of Einstein's SRT:
>
> t'=(t-V/c x/c)/Sqrt(1-Sqr(V/c))
> t=(t'+V/c x'/c)/Sqrt(1-Sqr(V/c))
>
> x'=(x-Vt)/Sqrt(1-Sqr(V/c))
> x=(x'+Vt')/Sqrt(1-Sqr(V/c))
> ---------------------------------
> As cited from "General Physics I"
> SBN: 9989-43006-3
> =================================
> The hack:
> ---------------------------------
> x'/t = (x-Vt)/(t'+V/c x'/c) and
> x/t' = (x'+Vt')/(t-V/c x/c) ==>
> x't'+VSqr(x'/c) = xt-Vt^2 and
> xt-VSqr(x/c)=x't'+Vt'^2 ==>
> ...
Show full article (1.54Kb)
no comments