CALCULATION OF MASS OF FUNDAMENTAL
By Ove Tedenstig
In different particle spectra, the particle with the lowest mass value is always a charged particle. The next one always is a neutral, uncharged particle.
In a particle model, where the base particle is a quantum plasma resonance, the mass of such a particle is calculated by the following formula (see my book "Matter Unified" on the Webb) :
==================================
M = me.( k . n . p )3
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where : me = electron rest mass
k = 1+-0.06
n = an integer quantum number 1,2,3,4.....
p = 3.141592......
M = the calculated particle mass value
n Mass from experiments Unit Value of k Comment
Statistics got from Physics Review Letters
Red mark is from our theory
|
Energy/Events |
Energy/Events |
Energy/Events |
|||||||||
|
10 |
Gev |
26 |
Gev |
42 |
2 |
Gev |
|||||
|
11 |
11.5 |
" |
27 |
1 |
27.4 |
" |
43 |
43.4 |
" |
||
|
12 |
1 |
" |
28 |
" |
44 |
7 |
" |
||||
|
13 |
2 |
" |
29 |
49 |
" |
45 |
" |
||||
|
14 |
8 |
" |
30 |
5 |
" |
46 |
" |
||||
|
15 |
15.8 |
" |
31 |
1 |
" |
47 |
" |
||||
|
16 |
" |
32 |
" |
48 |
" |
||||||
|
17 |
1 |
" |
33 |
2 |
" |
49 |
" |
||||
|
18 |
" |
34 |
5 |
34.8 |
" |
50 |
" |
||||
|
19 |
" |
35 |
15 |
" |
51 |
" |
|||||
|
20 |
" |
36 |
2 |
" |
52-57 |
1 |
53.4 |
" |
|||
|
21 |
1 |
21.1 |
" |
37 |
" |
53 |
" |
||||
|
22 |
12 |
" |
38 |
" |
54 |
" |
|||||
|
23 |
" |
39 |
" |
55 |
" |
||||||
|
24 |
" |
40 |
" |
56 |
" |
||||||
|
25 |
" |
41 |
" |
57 |
" |
||||||
See further information at :