Particle masses as 137,036n (1/fine structure
constant) fold of the double Rydberg mass
(13,6 eV/c2) = Ionization energy H atom
Karl Otto Greulich. Fritz Lipmann Institute Beutenbergstr. 11 D 07745 Jena
Prediction of particle masses with modified, often
multiparameter, standard models is notoriously imprecise.
Prediction of single masses with 10 % accuracy is already seen as big success
So far, no theory is available which predicts all particle
masses electron. proton, the quarks, gauge bosons,Higgs, other leptons and hadrons
from keV to hundreds of GeV, i.e over a range of billion
times.
The present talk aims at providing the basic data for
coining such a one/two parameter theory, partially exactly,
partially with an accuracy in the 1 % range
Particle masses as 137,036n (1/fine structure constant) fold of the double Rydberg mass
Karl Otto Greulich. Fritz Lipmann Institute Beutenbergstr. 11 D 07745 Jena
Red, italic: multiply with 4/3
2*13,6 eV/c2
= √ a /2p in keV
1/a
mBohr
( = mass with 2 p Bohr radius as Compton wavelength
1/a
Elektron
1/a
m0 /strange
(p-2) √a 
Proton/ charm
1/a
1/a
di-Bott/p-2
Higgs/ top
1/a
575,4 MeV/c2
1/a
W Boson, Z Boson/p-2
NOT EXPLAINED: UP QUARK AND DOWN QUARK
Particle masses as 137,036n (1/fine structure constant) fold of the double Rydberg mass
Karl Otto Greulich. Fritz Lipmann Institute Beutenbergstr. 11 D 07745 Jena
Theoretical and experimental particle masses
2 * 13,6 eV
mCompton, Bohr
Elektron
m0
Strange
Proton
Charm
Bottom
W boson
Z boson
Higgs
Top
Theor
Exp
Error
27,2 eV
3.73 keV
510,8 keV
70,0 MeV
93,3 MeV
837,9 MeV
1,25 GeV
4,2 GeV
78,8 GeV
89,8 GeV
128,2 GeV
70,9 GeV
27,2 eV
3.73 keV
510,9 keV
70,1 MeV
95 MeV
838,3 MeV
1,25 GeV
4,2 GeV
80,4 GeV
91
GeV
126 GeV
173 GeV
0%
0%
0%
0%
1,8%
0,3%
0%
0%
1,9%
1,1%
1,8%
1,2%
• No supercomputers needed!
• Not tens of parameters required !
The role of the missing mass m0
• One mass, m0 = 70,1 MeV/c2, on the previous slides,
cannot be assigned to a known particle. The 1.5 fold
of it, however, is the muon, the 2 fold the pion, the 7
fold the kaon, with accuracies in the sub – percent
range.
• All other hadrons with lifetimes larger than 10-24 sec,
can be explained as integer multiples of m0.
Particle exp
cal
LEPTONS
Muon
105.66 105.04
Tau
1776.99 1785.66
MESONS
Pion
139.57 140.05
Kaon
493.68 490.18
Eta
547.75 560.21
Rho
775.8 770.28
mega 782.59 770.28
D Meson 1869.4 1855.69
Ds Meson1968.3 1960.73
B Meson 5279.4 5251.94
Bs Meson 5369.6 5391.
BARYONS
Lambda 1115.68 1120.40
Sigma 1197.45 1190.44
Xi
1314.18 1330.49
Omega 1672.45 1680.62
Lambdac 2284.9 2275.84
Sigmac
2452.2 2450.9
Xic
Omegac
Lambda0
2466.3 2450.9
2697.5 2696.0
5654.0 5637.09
%
0.59
0.49
0.34
0.71
2.22
0
1.60
0.74
0.39
0.52
0.42
0.42
0.59
1.23
0.49
0.40
0.05
0.63
0.06
0,23
Particle masses as
integer multiples of m0
K. O. Greulich J Mod Phys 1, 300 - 302 (2010);
K.O. Greulich SPIE Proceedings 8121-15, (2011);
for downloads see http://www.fli-leibniz.de/www_kog/ then klick *Physics*
Particle masses as 137,036n (1/fine structure constant) fold of the double Rydberg mass
Karl Otto Greulich. Fritz Lipmann Institute Beutenbergstr. 11 D 07745 Jena
Conclusion
The ensemble of all major particle
masses, over a billion fold range, is
described with unprecedented
accuracy, in the half percent range.
.