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HAL Id: hal-01410051

https://hal.archives-ouvertes.fr/hal-01410051

Submitted on 6 Dec 2016

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On a Singular Solution in Higgs Field (4) -Higgs mass correction with the mesons’ masses of excited states

Kazuyoshi Kitazawa

To cite this version:

Kazuyoshi Kitazawa. On a Singular Solution in Higgs Field (4) -Higgs mass correction with the mesons’ masses of excited states. 51. International Winter Meeting on Nuclear Physics, Bormio (Italy), Jan 2013, Bormio, Italy. Elementary Particle Physics. �hal-01410051�

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2016/12/6

1 On a Singular Solution

in Higgs Field (4)

-Higgs mass correction with the mesons’

masses of excited states

Kazuyoshi KITAZAWA Mitsui Chemicals (51st BORMIO 2013, 21st Jan.)

K. KITAZAWA: 51st BORMIO 2013, 21st Jan.

Contents

We have recently discussed the mass and the basic structure of SM Higgs boson (H0) by obtaining asymptotic solution for the Euler- Lagrange equation of nonlinear Klein-Gordon type in Higgs field.

In this paper, we’ll treat with ; 1. Brief review

- Higgs mass from an asymptotic solution in Higgs field and its mass formula by mesons’ masses of truncated-Octahedron - Reconstruction for a mass formula of the fullerene glueballs

as ur-Higgs boson

2. Mass correction with the mesons’ masses of excited (or resonant) states

2

- Decay of ur-Higgs boson into several mesons through virtual inverse reactions with suppression against radiative decays into respective mesons of ground states

- Corrected Higgs mass formulae with the respective mass of excited states, and its multiwall-fullerene representation of glueballs, having ρ mesons inside, as an excited state of the ur-Higgs boson

3. Some candidate of the irradiated γ-rays

K. KITAZAWA: 51st BORMIO 2013, 21st Jan. 3

== Brief review ==

K. KITAZAWA: 51st BORMIO 2013, 21st Jan.

- Higgs mass from an asymptotic solution in Higgs field and its mass formula by mesons’ masses of truncated-octahedron

2v, ( 0) : Asymptotic singular solution

 

Higgs Mass Formula

Thus from EOM, Higgs field mass formulais

( ) 0,

 

 

2 2

2

2 2 2 (Z )2 2 ,

m W W g G

where , infinitesimal Grassmann number

0

2

H 2 2 2

2 2

M 120.611 GeV c

1 cos

W W Z

W W Z

M M M

M M

4

5 0

BS

DS

DS

DS

DS

DS

0 BS

0 BS 0

BS

BC

BC

BC

BC

BC

BC

BC

BC 0 BS

0 BS 0

BS

0 BS

 DS

 DS DS

DS

DS

 DS

 BC

 BC

 BS0

 BS0

 BC  BC

 DS

K. KITAZAWA: 51st BORMIO 2013, 21st Jan.

   

0 0

0 ,...(exper. values)

H(3 ) 3 , 10 4

i

S S C C S S

c c

M

B B B B D D M  

GeV/c2

120.612

truncated-Octahedron (tr-O)

K. KITAZAWA: 51st BORMIO 2013, 21st Jan. 6

- Reconstruction for a mass formula of the fullerene glueballs as ur-Higgs boson

A Hexagon on ur-H0(GB240)

GB240≡ f0(500)×240 :Ihsymmetry

ur-H0 Clustering force between glueballs

= Color valence

2

GB f (500)0 MeV c

Mass = 502.55

(3)

2016/12/6

2

K. KITAZAWA: 51st BORMIO 2013, 21st Jan.

== Mass correction with the mesons’ masses of excited (or resonant) states ==

7

- Decay of ur-Higgs boson into several mesons through virtual inverse reactions with suppression against radiative decays into respective mesons of ground states

f0 J

Where we considered virtual inverse reaction:

   

 

   

0 0

0

0 0

0 H

0

10

1 500

(3 ) 3 , 4 Remember that

( )* H , where H condensates into GB fullerene (ur-H ), and .

3 : 3 3J 3 6 f ,

i

S S C C S S

c c

c M

c S

B B B B D D t

M t

 



 

 

K. KITAZAWA: 51st BORMIO 2013, 21st Jan. 8

(L. Bianchi, 2012)

f0

Excitation from ‘the platform’ (J/Ψ) to an upper state (Χc0)

The radiative decay of J/Ψ →γηCis to be suppressed by γ-rays from surroundings.

K. KITAZAWA: 51st BORMIO 2013, 21st Jan. 9

The formula and the mass value above are suggested by another expression of relating to the suppressed decay process (expected):

   

 

(H )0 * 3 (2S), 2 (770) (770) 4

i

S S C C S S

c M

B B B B D D

M   about which, more over, the decay of ηc(2S)→ (π+π) ηc (1S)has not seen yet.

Therefore, we shall here adopt the former expression.

 

 

 

 

0 * 0 3 3

H

2

( ) (1p) (1990) (1990) 4

125.28 G . , e 3

V c

i

S S C C S S

M c

B B B B D D

M  



- Corrected Higgs mass formulae with the respective mass of excited states, and its multiwall-fullerene representation of glueballs, having ρ mesons inside, as an excited state of the ur-Higgs boson

Corrected Higgs boson mass by mesons’ masses of excited states:

K. KITAZAWA: 51st BORMIO 2013, 21st Jan. 10

Multiwall-fullerene representation of glueballs, having ρ mesons inside, as an excited state of the ur-Higgs boson

And we add next expression also:

     

 

0 * 0

(H ) (1p), (2070) (2070) 4 .

i

S S C C S S

M b

B B B B D D

M  

GB40

(H )0 * 6

40

40 (770)

(770) (770)

40 3100

6 GB

6 GB

f

3 .

i

i

i M

M

M

M

So the mass of an excited state of ur-Higgs boson (H0)*may have a figure of 6-walls GB40fullerene which intercalates the 3ρ(770)ρ(770).

K. KITAZAWA: 51st BORMIO 2013, 21st Jan. 11

Overview: transformation of Higgs boson

Glueball level Meson (mass) level

(tr-O)*

tr-O (ur-Higgs)*

ur-Higgs 120.611

125.28 GeV/c2

excite excite

decay (develop)

decay (fold) (γγ; γ, …)

(fragmentation)

K. KITAZAWA: 51st BORMIO 2013, 21st Jan. 12

3. Some candidate of the irradiated γ-rays

Remind that

 

0

2 where energy of MeV.

( )* H , 492

Primakoff effect: B m; m B

tt

 

B electromagnetic field: B

γ-rays from neighbor- (tt)*s

Then cc_bar production from the elements (=glueballs, i.e., f0’s), electro- magnetic field, and the fragmentation of ur-H0may occur through the multi- photon resonance.

B Self-rotation of

ur-H0is expected, as observed in actual carbon- fullerene.

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