QUANTUM ENERGY OF INSTABILITY

QUANTUM ENERGY OF OF INSTABILITY

NAME OF THEORETICAL PARTICLE ASTROPHYSICIST : MUNISHKUMAR.B.CHINNAKAR.

PLACE OF INVENTIONS: MUNISHKUMAR.B.C’S FIRST FLOOR BUILDING NEAR BHAIRI WELL BOYER STREET,SHORAPUR,PIN:585224 DIST:YADAGEER,KARNATAKA STATE INDIA.

CO-WORKERS:NO CO-WORKERS.

DATE OF ENTRY OF INVENTIONS:OCT,10,2013.

DATE  OF INVENTION: OCT,08,2013.

     From the Paper Quantum stability it was clarified that there is a relation between quantum stable time and minimum unstable time.If one proceeded further ,one can obtain relations for decay time to break(removal of quantization and to establish new quantum) the stable quantum and hence one can get decay energy relation with maximum stable times.These relations are as follows T_min/h=1/hf_min=1/E_decay= T_max/(unification factor x C) ……(01),where C=1 or 10,10^3.

T_min/h=1/hf_min=1/E_decay= T_maxC/unification factor   ……(02),where C=10^12.

In case of Particles whose decay products are energy products along with other particles then,

T_min/h=1/hf_min=1/E_decay= Tmax(C1.C₂=C^2)/unification factor   ……(03),where C₁=10^8 or 10^12 and C₂=10^8 or 10^1.

In case of virtually charged/neutral particles like W and Z particles following relation holds.

T_min/h=1/hf_min=1/E_decay= T_max/[unification factor x (C₁xC₂ =C^2)]  …(04),where C=10^8.

In above cases f_min is the frequency of energy of decay E_decay= E_decay x 10^20,here C=10^20 is used to split  unified energy as decay energy.

REFERENCE:

 [1]QUANTUM STABILITY, BY MUNISHKUMAR.B.C PUBLISHED IN HIS ONLINE JOURNAL PARTICLE ASTROPHYSICS/BLOGGER/SITE IN GOOGLE DATED08/10/2013.