speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)
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speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)         


Author: dedanoe
Date: Sep 2, 2008 16:46

electric field is: E=F/Q2=-kQ1/R^2 and if it's waving then dE<>0 and
if so then dE is proportional with dR or dQ1; dE proportional with dR
makes polarized light not spreading equally in every direction while
dE proportional with dQ1 makes the true light wave spreading equally
in every direction. therefore speed of light is more like c=d(Charge)/
d(Time) and it sort of stands for resistance towards the absorption of
the variations in the electric charge of the emiter//otherwise with
superconductivity speed of light is infinite.

http://dedanoe.googlepages.com
6 Comments
Re: speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)         


Author: Uncle Al
Date: Sep 2, 2008 16:55

dedanoe wrote:
>
> electric field is: E=F/Q2=-kQ1/R^2 and if it's waving then dE<>0 and
> if so then dE is proportional with dR or dQ1; dE proportional with dR
> makes polarized light not spreading equally in every direction while
> dE proportional with dQ1 makes the true light wave spreading equally
> in every direction. therefore speed of light is more like c=d(Charge)/
> d(Time) and it sort of stands for resistance towards the absorption of
> the variations in the electric charge of the emiter//otherwise with
> superconductivity speed of light is infinite.
--
Uncle Al
http://www.mazepath.com/uncleal/
(Toxic URL! Unsafe for children and most mammals)
http://www.mazepath.com/uncleal/lajos.htm#a2
no comments
Re: speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)         


Author: Immortalist
Date: Sep 2, 2008 17:14

On Sep 2, 4:55 pm, Uncle Al hate.spam.net> wrote:
> dedanoe wrote:
>
>> electric field is: E=F/Q2=-kQ1/R^2 and if it's waving then dE<>0 and
>> if so then dE is proportional with dR or dQ1; dE proportional with dR
>> makes polarized light not spreading equally in every direction while
>> dE proportional with dQ1 makes the true light wave spreading equally
>> in every direction. therefore speed of light is more like c=d(Charge)/
>> d(Time) and it sort of stands for resistance towards the absorption of
>> the variations in the electric charge of the emiter//otherwise with
>> superconductivity speed of light is infinite.
>
> --
> Uncle Alhttp://www.mazepath.com/uncleal/
> (Toxic URL! Unsafe for children and most mammals)http://www.mazepath.com/uncleal/lajos.htm#a2
no comments
Re: speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)         


Author: OG
Date: Sep 2, 2008 19:02

"dedanoe" gmail.com> wrote in message
news:a5f9a16d-6f46-4d9b-b59d-239236531a83@m3g2000hsc.googlegroups.com...
> electric field is: E=F/Q2=-kQ1/R^2 and if it's waving then dE<>0 and
> if so then dE is proportional with dR or dQ1; dE proportional with dR
> makes polarized light not spreading equally in every direction while
> dE proportional with dQ1 makes the true light wave spreading equally
> in every direction. therefore speed of light is more like c=d(Charge)/
> d(Time) and it sort of stands for resistance towards the absorption of
> the variations in the electric charge of the emiter//otherwise with
> superconductivity speed of light is infinite.
>
> http://dedanoe.googlepages.com

Oh how sweet!
You have your own grouping in the 'Devine family'. It must be a great
comfort to you.
no comments
Re: speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)         


Author: Pop Fly
Date: Sep 2, 2008 21:14

On Sep 2, 4:46 pm, dedanoe gmail.com> wrote:
> electric field is: E=F/Q2=-kQ1/R^2 and if it's waving then dE<>0 and
> if so then dE is proportional with dR or dQ1; dE proportional with dR
> makes polarized light not spreading equally in every direction while
> dE proportional with dQ1 makes the true light wave spreading equally
> in every direction. therefore speed of light is more like c=d(Charge)/
> d(Time) and it sort of stands for resistance towards the absorption of
> the variations in the electric charge of the emiter//otherwise with
> superconductivity speed of light is infinite.
>
> http://dedanoe.googlepages.com

We can generate high electric fields on earth and measure light speed
in a medium with great precision, so this is a testable claim. I'm
predicting your hypothesis fails.
no comments
Re: speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)         


Author: Sir Frederick
Date: Sep 3, 2008 00:21

On Tue, 2 Sep 2008 16:46:16 -0700 (PDT), dedanoe gmail.com> wrote:
>electric field is: E=F/Q2=-kQ1/R^2 and if it's waving then dE<>0 and
>if so then dE is proportional with dR or dQ1; dE proportional with dR
>makes polarized light not spreading equally in every direction...
Show full article (0.90Kb)
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Re: speed of light = d(Charge)/d(Time) =! d(Space)/d(Time)         


Author: Email
Date: Sep 3, 2008 07:48

In article m3g2000hsc.googlegroups.com>
dedanoe gmail.com> wrote:
>
> electric field is: E=F/Q2=-kQ1/R^2 and if it's waving then dE<>0 and
> if so then dE is proportional with dR or dQ1; dE proportional with dR
> makes polarized light not spreading equally in every direction while
> dE proportional with dQ1 makes the true light wave spreading equally
> in every direction. therefore speed of light is more like c=d(Charge)/
> d(Time) and it sort of stands for resistance towards the absorption of
> the variations in the electric charge of the emiter//otherwise with
> superconductivity speed of light is infinite.
>

Yawn.
no comments