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Derived Newton's Big G

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  Derived Newton's Big G omnilobe@gmail.com - 2015-12-18 20:44 -0800
    Re: Derived Newton's Big G Sylvia Else <sylvia@not.at.this.address> - 2015-12-19 17:27 +1100

#540218 — Derived Newton's Big G

The Universal Gravitational Constant has been derived, after 331 years with just a magnitude.

G = V / (2 pi m tau*second)

where 

V = proton volume

m = proton mass

tau = 5.131534 nanoseconds

More details are on a website, but here is a summary of the simple geometry and algebra used for the derivation. According to Folmsbee Gravity Theory, gravity is caused by baryons shrinking space and growing time. The space shrunk is proportional to the acceleration. In fact, the space shrunk by the baryons is equal to the space fallen above a planet's surface, at R. That R radius is where g is a known in the following calculation for in a 1 second experiment dropping an apple.

tau = V2 / (V1 per second)

V2 is volume of all baryons on planet

V1 is planet shell volume

V1 = zA

A = planet area

A = 4 pi R^2

z = height fallen in 1 second test

z = (1/2)gt^2 

z = 4.9 meters on Earth

V1 = 1/2 g t^2 4 pi R^2

V2/V1 = (NV*second) / (1/2 g t^2*4 pi R^2)

t = 1 second

tau = 1 second * (NV*second) / (1/2 g t^2*4 pi R^2)

g = 1 second * (NV*second) / (1/2 tau t^2*4 pi R^2)

g = ((M/R^2) * V*second) / (2m pi tau second^2)

G = (V*second) / (2m pi tau second^2)

G = V / (2 pi m tau*second)
Alan Folmsbee, December 18, 2015, Wailuku

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#540229

On 19/12/2015 3:44 PM, omnilobe@gmail.com wrote:
> The Universal Gravitational Constant has been derived, after 331 years with just a magnitude.
>
> G = V / (2 pi m tau*second)
>
> where
>
> V = proton volume
>
> m = proton mass
>
> tau = 5.131534 nanoseconds
>
> More details are on a website, but here is a summary of the simple geometry and algebra used for the derivation. According to Folmsbee Gravity Theory, gravity is caused by baryons shrinking space and growing time. The space shrunk is proportional to the acceleration. In fact, the space shrunk by the baryons is equal to the space fallen above a planet's surface, at R. That R radius is where g is a known in the following calculation for in a 1 second experiment dropping an apple.
>
> tau = V2 / (V1 per second)
>
> V2 is volume of all baryons on planet
>
> V1 is planet shell volume
>
> V1 = zA
>
> A = planet area
>
> A = 4 pi R^2
>
> z = height fallen in 1 second test
>
> z = (1/2)gt^2
>
> z = 4.9 meters on Earth
>
> V1 = 1/2 g t^2 4 pi R^2
>
> V2/V1 = (NV*second) / (1/2 g t^2*4 pi R^2)
>
> t = 1 second
>
> tau = 1 second * (NV*second) / (1/2 g t^2*4 pi R^2)
>
> g = 1 second * (NV*second) / (1/2 tau t^2*4 pi R^2)
>
> g = ((M/R^2) * V*second) / (2m pi tau second^2)
>
> G = (V*second) / (2m pi tau second^2)
>
> G = V / (2 pi m tau*second)
> Alan Folmsbee, December 18, 2015, Wailuku
>

Not this again. What's wrong with you?

Sylvia.

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