Yuri Danoyan Posted August 30, 2008 Share Posted August 30, 2008 (edited) In discussion between L. B. Okun, G. Veneziano and M. J. Duff, concerning the number of fundamental dimensionful constants in physics (physics/0110060). They advocated correspondingly 3, 2 and 0 fundamental constants. Why they not considering case,where only 1 constant Planck-Dirac's constant; h/2pi=1,054x10^-27ergxsec? This will be convincingly, because c- not contain mass dimension for triumvir and G overloading.and breaks 1/3 metasymmetry principle. Pay attention to dimension L=01 T=11 (L- discrete,T- continue) c ; L T^-1 G ; L^3 M^-1 T^-2 ; (1/3)^-2*M^-1 h ; L^2 M T^-1 ; 1/3*M My be h only dimensionful constant of Nature? Some hint give Planck mass Mp=(hc/G)^1/2 .We simultaneously can decrease or increase c and G, but Mp remains unchanged. As a consequence only Mp/Me=1836 true dimensionless constant? Edited August 30, 2008 by Yuri Danoyan Link to comment Share on other sites More sharing options...
Yuri Danoyan Posted June 11, 2009 Author Share Posted June 11, 2009 IMHO Mpl only legal transaction,but not Lpl and Tpl, because they do not have a linear dependence between G AND c. Link to comment Share on other sites More sharing options...
Yuri Danoyan Posted November 7, 2009 Author Share Posted November 7, 2009 As we see in Planck-Dirac's constant: h/2pi=1,054x10^-27ergxsec? An other hand: Space/Time 3:1; Dark Energy/Dark Matter of the Universe approximately 3:1; Why numerical coincidence of container and its contents? As we see: Energy correspond to Space. Matter correspond to Time. In Planck-Dirak constant Energy and Time vice versa connected by sign of multiplication. Why? Link to comment Share on other sites More sharing options...
Bob_for_short Posted November 7, 2009 Share Posted November 7, 2009 ...As a consequence only Mp/Me=1836 true dimensionless constant? Right on the contrary: Me/Mp = 1/1836. It couples the proton and the relative electron-proton motions in Hydrogen. Link to comment Share on other sites More sharing options...
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