BINDING ENERGY PER NUCLEON

ENERGY LAW OF SIKANDER AQEEL = E = m2c  

        Boron = B11 

        Boron = 6.93 binding energy per Nucleon 

        Boron = 11.0127951 Mass-a.m.u  

        a2 + b2 = c2  

        a2 (Nucleon)     +     b2 (Mass-a.m.u) = c2  

        a2 (6.93)        +     b2 (11.0127951)   

        a2 (48.0249)     + b2 (121.28165591458401) = c2

        a2 + b2 = 169.30 = c2 

        a2 + b2 = 169.30 / 13.01 = 13.01

        a2 + b2 = 13.01 = B + H2 

        a2 + b2 = 11 Boron mass + fusion H2 = 13.01 

Boron Binding energy = 38.095 % * H2 of fusion = 76.19 Mev 

When you will swell to boron in 38.095 % size and fuse with two hydrogen atom, then boron will give you 76.19 Mev energy, while 1 Mev = 931     

ENERGY IN ACT BY C1 

When a mass go into the binding energy per Nucleon form, actually they go back into the past when they were warm in beginning, such as in beginning billions years ago the Boron was belong with 0.0017 Nucleon per second, 

 Then = 0.0017 * 100 % changes = 0.17 Nucleon 

      = 0.17 Nucleon * 50 ratio = 8.5

      = 8.5 - 1.57 = 6.93 Nucleon energy of today, and from this reason the hydrogen, deuterium, and tritium past is too long than the all metals,   

 In Past Nucleon per second was = 0.0017 * 931 Mev = 1.6151 seconds of today,         

Light speed meter seconds = 300000000 / 169.30 (m2) = 1772002.36

                          = 1772002.36 / 24 hour = 73833.43

                          = 73833.43 / 60 minute = 1230.55

                          = 1230.55 / 1.6151 seconds = 761.9

                          = 761.9 / 10 cm = 76.19

                          = 76.19 Mev energy = E = m2c, 

                          Packing fraction

                      Sec = 1.6151 / 0.1392 (powder form) = 11.6 

                          = 11.6 * 10000 fraction = 116000

                          = 116000 Packing fraction,