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phenomenon of 18 degrees for pseudoscalar mesons

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  • Author

The phenomenon of 18 degrees was found by me in 1990, I had an article

published about it in the Russian journal "Tekhnika-molodeji"

1990,#12,p.22. The results seemed very interesting and enigmatic to me, but

I couldn't find an explanation for them. I would be very grateful to you, if

you could give me your interpretation of the phenomenon of 18 degrees.Some time it reminding me musical string where proton is major ton and mesones- overtones.

 

I tried next calculating experiment with values of mass pseudoscalar long-lived{t>10^(-17)sec}

mesons http://pdg.lbl.gov/2006/tables/contents_tables.html[/url]

I divided values of mass long-lived mesons(LLM) to mass of proton Mp(938.27 Mev). Then interpreted a quotents

as a inverse tangent and analised angles:

 

LLM m(Mev) tan^-1(m/Mp)

 

pi+- 139,57 8.41(deg)=(45-37)deg

 

pi0 134,97 8.13(deg)=(45-37)deg

 

K+- 493 27.75(deg)=(45-18)deg

 

K0 497 27.94(deg)=(45-18)deg

........................................................................

 

D+- 1869 63.34(deg)=(45+18)deg

 

D0 1864 63.28(deg)=(45+18)deg

 

D_s 1968 63.95(deg)=(45+18)deg

 

B+- 5279 79.9(deg)=(45+35)deg

 

B0 5279 79.9(deg)=(45+35)deg

 

B* 5325 80.00(deg)=(45+35)deg

 

Bs 5367 80.08(deg)=(45+35)deg

 

B_s 5412 80.1(deg)=(45+35)deg

 

B_c 6286 81.5(deg)=(45+36)deg

 

Why long-lived mesons "like" 18 or 2X18=36 degrees?

 

What is physical sense of 18 degrees ?

 

What mean symmetry on the plot Y=tanX around proton when Mp=1 ?

 

Really 18+/-1 degrees

 

b.t.w. tan18 deg 30 min =1/3

Edited by Yuri Danoyan

  • Author

I would be very grateful , if

you could give me your interpretation of the phenomenon of 18 degrees.Some time it reminding me musical string where proton is major ton and mesones- overtones.

  • Author

What are the axes?

 

This is Trigonometric Tangent Functions Graph of y = tan(t)

interval t(0-pi/2)

 

18 deg ; pi/10

and eh, forgive my ignorance, but why are the mesons given a specific angle and why do they have a dimensionless number associatied and what is that number?

  • Author

but why are the mesons given a specific angle

 

Mesons get these angles as a result of calculating experiment..

My question: "Why i got this symmetric result?"

This is my own observation.

Edited by Yuri Danoyan

but what does it mean? how is it calculated, what experiment? what is the name of the property? any sources? because i can't find anything about it exept this thread.

i only see what i presume is you posting the same thing in other threads. why don't you link to a source or have a go explaining it yourself?

  • Author

I try explaining it myself about 18 years ,but without success.

The same when it tried famous scientist of the world.

  • Author

From my imagination.

If trigonometric tangent interval(0 to infinity) i try put proton mass as unit of universe?Then reveal where to go other particles.

Result-interesting phenomenon 18 degrees

  • Author

But why are you ignoring Eta?

 

I tried next calculating experiment with values of mass pseudoscalar long-lived{t>10^(-17)sec

 

Eta life time less

 

What are the axes?

 

This is Trigonometric Tangent Functions Graph of y = tan(t)

interval t(0-pi/2)

 

18 deg ; pi/10

 

I have some suspiction about conection pi/2 with Euler formula

e^pii/2=1.

 

My hypothesis:

Time of Uinverse look like periodic trigonometric function y= tan(t)

Picture show some nice pattern of evolution.

Edited by Yuri Danoyan
multiple post merged

What does the x-axis represent? i.e. what physical property of the particles or the experiment? The y-axis is the mass as compared to a proton? What is the significance of the tangent?

  • Author

From my imagination.

If trigonometric tangent interval(0 to infinity) i try put proton mass as unit of universe?Then reveal where to go other particles.

Result-interesting phenomenon 18 degrees

 

The y-axis is the mass as compared to a proton? What is the significance of the tangent?

 

Yes,just i try interpreting values of mass not ordinary way

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