Re: Slabinski and Mingst/Stowe disagree in Pushing Gravity

On Wed, 04 May 2005 13:32:22 GMT, aphidias@xxxxxxxxxx (Strael Nosduj) wrote:

>On 4 May 2005 05:46:52 -0700, "TC" <tclarke@xxxxxxxxxxx> wrote:
>>Now you have to tackle the binary pulsar, deflection of
>>light by the sun, gravitational redshift ...
>
> ... the gravitational attraction between material bodies...

The LeSagian force equation for the weak limit is,

(µm)(µM)
F = ¿ --------
d^2

And strong limit as,

(r^2pi)(R^2pi)
F = ¿ ------------
d^2

Where,

¿ = momentum flux (kg/m-sec^2)
µ = total mass attenuation coefficient (m^2/kg)
d = mean distance between centers (m)
m,M = mass of bodies (kg)
r,R = radius of bodies (m)
F = force (kg-m/sec^2)
G = ¿µ^2 (m^3/kg-sec^2)

This has been known since the time of LeSage and is not in
dispute except, maybe by you...

Paul Stowe
.