Planck's E=hv, Einstein's E=h(Gd)^1/2
Posted by J J on Jul 25, 2003 at 01:13
(12.237.89.80)Re: General Relativity-Quantum Mechanics Unified (Garry Denke)
Planck's E=hv, Einstein's E=h(Gd)^1/2
The following message was added to Forum:
Name: Garry Denke
E-Mail: GarryDenke@Geologist.com
Subject: Planck's E=hv, Einstein's E=h(Gd)^1/2
Body of message:Perhaps for the simple reason that at density
8.2089591 x 10^95 kg/m^3 Planck's formula E=hvE = h v
4.9038802 x 10^9 kg-m^2/s^2 = (6.6260687 x 10^-34 kg-m^2/s)(7.4008894 x 10^42 /s)
[rsu 3.9 x 10^-8]and Einstein's formula E=h(Gd)^1/2
E = h (Gd)^1/2
4.9038802 x 10^9 kg-m^2/s^2 = (6.6260687 x 10^-34 kg-m^2/s)[(6.6723641 x 10^-11 m^3/kg-s^2)(8.2089591 x 10^95 kg/m^3)]^1/2
[rsu 3.9 x 10^-8]are equivalent. But Einstein's is better, for it possesses the additional tool which is needed for understanding gravitational waves, the density.
E=h(Gd)^1/2
Founded 1 April 1955
Follow Ups:
- E=hc^3/Gm Garry Denke 27/7 04:21 (0)