QUANTISATION

QUANTISATION

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:AUGUST,17,2013.
DATE OF UPDATE WITH MODIFICATION DUE TO 
FAILURE OF EXISTENCE OF TACHYONS :2/10/2017



        Quantisation is one of the important basic concept to understand simple laws of Physics and simplicity of Creation.
        Recall that from My modification to Max planck’s Theory,where quantization uses quantized number of gravitons in a Equation like E=nhf ,where n=number of gravitons=from 3……0.5 x 10^23 and f=1Hz.This is the quantization of energy,as such quantization of mass of photon gives m=nhf/C^2,here quantization of mass of EM radiation is via transformation constant like C=3 x 10^8.This is a direct quantization.

      Quantisation of Mass of Matter[1] however needs reactive methods as matter brings to rest compared to Energy.This is as follows,

(01)In case of 1D particle ,charged

  Mass of particle=M₁=1/(D x n₁x m₁x h x9x 10^-3 x C^2),where h in the denominator is reactive vector h not action h.This indicates mass quantizes when brought to rest

Or

M₁=h/(D x n₁x m₁ x9x 10^-3 x C^2),where h in the numerator is action h.
      Here m₁=0.3 x 10^-50Kg
Where n₁=number of action/reaction M particles having mass m₁ and D=diameter of particle,C=3 x 10^8m/s^2

(02)In case of 1D particle ,neutral

  Mass of particle =M₂=1/(D x n₂x m₁x h x9x 10^-3 x C^2),where h in the denominator is reactive vector h not action h.This indicates mass quantizes when brought to rest

Or

M₂=h/(D x n₂x m₁ x9x 10^-4 x C^2) ),where h in the numerator is action h.
     
      Here m₁=0.3 x 10^-50Kg
Where n₁=number of action/reaction M particles having mass m₁ and D=diameter of particle,C=3 x 10^8m/s^2

(03)In case of 4D particle ,charged

  M₃=1/(D x n₃x m₁x h x4x 10^-5 x C^2),where h in the denominator is reactive vector h not action h.This indicates mass quantizes when brought to rest

Or

M₃=h/(D x n₃x m₁ x4x 10^-5 x C^2) ),where h in the numerator is action h.
      Here m₁=0.3 x 10^-50Kg
Where n₁=number of action/reaction M particles having mass m₁ and D=diameter of particle,C=3 x 10^8m/s^2

(04)In case of 1D particle ,neutral

  M₄=1/(D x n₄x m₁x h x4x 10^-4 x C^2),where h in the denominator is reactive vector h not action h.This indicates mass quantizes when brought to rest

Or

M=h/(D x n₄x m₁ x4x 10^-4 x C^2) ),where h in the numerator is action h.
      Here m₁=0.3 x 10^-50Kg
Where n₁=number of action/reaction M particles having mass m₁ and D=diameter of particle,C=3 x 10^8m/s^2



Energy of Energy can be easily quantisable[1] using infinitesimal quantization in Equation E=rC^4,here mass can be quantized.


Reference:[1]MATTER BY MUNISHKUMAR.B.CHINNAKAR PUBLISHED IN HIS ONLINE JOURNAL DATED 24/10/2017.