Quantised Neutrino oscillations

Quantised Neutrino oscillations

NAME OF SCIENTIST: MUNISHKUMAR.B.CHINNAKAR.

PLACE OF INVENTIONS: MUNISHKUMAR'S PLACE OF INVENTIONS,NEAR BHAIRI WELL BOYER STREET(BHOVI STREET),SHORAPUR,KARNATAKA STATE,INDIA.

E-mail:www.MChinnakar@gmail.com.

 NUMBER OF CO-WORKERS : No co-workers.

DATE OF INVENTION: nov,3,2015 

DATE  OF ENTRY  OF  INVENTIONS: nov,3,2015 

NUMBER:PAPFMJ/QGP 68/4403

             

   Usually Neutrinos obey quantum relation like

m.g.d=nhE(C)…….(01)

,where h=6.6256x10^-34j.s=1,C=a transformation constant of unity type =1 in case of dense neutrino and =10^-5 in case of rarified neutrino and E energy of Neutrino,g=acceleration due to gravity of Neutrino,d=size or diameter of neutrino,m=mass of neutrino[1](refer other related documents in this site/Blogger/online journal).The relation (01) is a quantum relation here energy is quantized,not the frequency as in case of EM radiation.

In case of Electron’s Neutrino n=1 and C=1

In case of Muon’s Neutrino n=5 and C=1

In case of Tau’s Neutrino n=1 and C=10^-5.

From the above it is clear that Tau’s neutrino is a rarified neutrino.

Here tau’s neutrino oscillates because as it is rarified it contracts due to gravity to attain a state C=1,thus when stops momentarily reaches Muon’s state.This gravitates and when it stops momentarily it  reaches a state of Electron’s neutrino.This is obvious from m/d relation of Tau’s neutrino as this turns to be1/ C and in case of Muon’s neutrino,m/d becomes 1/C,thus when they stops they oscillates.In case of Electron’s neutrino m/d becomes10^-3/ C,indicating extra stability by EM radiation(C=10^-3) of free space such that it remains stable upto its life time

REFERENCES:

  [1]  ABSOLUTE ENERGY VALUE OF ELECTRON’S NEUTRINO BY MUNISHKUMAR.B.CHINNAKAR IN HIS PLACE OF INVENTIONS BOVI STREET SHORAPUR,KARNATAKA STATE INDIA,PUBLISHED DATED 01/08/2009 N MY SITE/ONLINE JOURNAL OF THEORETICAL SCIENCE IN GOOGLE