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Topic: The Role of the Proton & Sun in the numerical framework of Mass.
Replies: 1   Last Post: Dec 6, 2011 2:55 PM

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Posts: 32
From: uk
Registered: 2/21/08
Re: The Role of the Proton & Sun in the numerical framework of Mass.
Posted: Dec 6, 2011 2:55 PM
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In the Gm^2 product formula hc/4 the G x Planck mass squared equals
4.966118653x10^-26, the reciprocal is 2.013645x10^25.
(2.013645x10^25)^0.333rec.= 2.72057667x10^8.
(1). (1.088230668x10^9)/29.6906036=3.6652359x10^7= reciprocal of
Planck mass.
(2). (1.088230688x10^9)/c=3.62994675.
3.62994675x1.009721668x107=3.6652359x10^7, reciprocal of Planck mass.
(3). (4.966118653x10^-26)(3.6652359x10^7)^2=6.671463x10^-11.=G.
(4). (29.6906036)/4=7.4226509.
(5). (7.4226509)^3=408.9564915.
(6). (408.9564915)x2x3.62994675(see(2)=Sun Radius, 2.96898x10^3m.
(7). 2/{(Sun's Radius)x1.009721668x10^7}=G.
(8). 2/
Which is:1/(408.9564915)(1.009721668x10^7)^3x(3.62994675)^3.
(9). 4(7.4226509/3.62994675)=8.179349628. see (2)&(4).
(10). C/8.179349628=3.6652359x10^7.
(11). Collaborating Sun like mass is 1.99985082x10^30kg. Divide by
3.62994675=9.074005x10^29kg for ultimate symmetrical collaboration:
(12). with proton mass times 3.62994675=6.071532423x10^-27kg.

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