Higgs Units

These unit take the mass of the Top Quark (175GeV) equal to 1.

Then we have approximately:

m(top) = 1
m(H) = 1/√2
m(W), m(Z)=1/2
m(b) = 1/42 = 1/(6.7)   
m(strange) = 1/1842 = 1/42^2
m(up) = 1/72000??? = 1/42^3
m(charm) = 1/141     (close to fine structure)
m(down) < 1/182^2
m(tau) = 1/100   = 1/10^2
m(mu) = 1/1673  = 1/41^2 
m(e)=1/345000 = 1/587^2  
t(1)              b(A)
c(B)             s(A^2)
d(B^2)        u(A^3)



A=1/42
B=1/135

m(v)=?=exp(-9)

h=1 = 6.6[-34]m^2 kg/s
c=1  = 3[8]m/s
m(H)=2.22[-25]kg

1 s = 3*10^(-17)

If we consider only mass^2 as important then we see:

m(H)=1/sqrt(2), m(W or Z)=1/2, m(top)=1, m(bottom)=1/42

1 Length Unit = 1.0[-17]metres /(1.414)
1 Time Unit = 3.3[-26] seconds  /(1.414)
1 Mass Unit = 2.22[-25]kg   (*1.414)

G  = 6.67[-11]m^3/ kg/s^2 = 1.6[-35] Units = exp(-80) *2

6.67*10^(-11)/(10^(-17))^3*(2.22*10^(-25))*(3.3*10^(-26))^2

Age of universe = 1.3[43] Time units = exp(99)

Makes proton width approximately 85 Units radius.