how can you transform the sub-atomic particles masses to kilo gram

the top quark mass equal 30.933*10^-24 kgm

The bottom quark mass equal to 8.36*10^-27 Kgm

The charm quark mass equal to 2.67*10^-27 Kgm

The strange quark mass equal to 9*1o^-28 Kgm

 The mass of up and down quark equal to 6.33*10^-28 kgm

The moun mass equal to 1.9*10^-28Kgm

The mass of the tau equal to 3.38*10^-27 Kgm

The electron mass equal to 9.11*10^-31 Kgm

The proton mass equal to 1.667*10^-27Kgm

The neutron mass equal to 1.67*10^-27Kgm

You can find the particles masses in kilo gram from this equation :

E=M*C^2

That M =the mass of the particle, E=the energy ,C=the light speed.

M=E/C^2

E for the sub-atomic particles calculated in EV , EV mean electron volt .

You must transform the particle energy (E) to joule by multiplying in 1.6*10^-19 joule/coulomb , then you can calculate the particles masses in kilo gram

The top quark energy is 174 *10^9 EV

The bottom quark energy is 5 *10^9EV

The charm quark energy is 1.5*10^9EV

The strange quark energy 1500*10^6EV

The up and down quark energy is 360*10^6EV

The moun energy is 110 *10^6EV

The tau energy is 1.9 *10^9EV

The electron energy is 0.511*10^6EV

The neutron energy is 939.6*10^6EV

The proton energy is 938.3 *10^6EV

The particles energies considered their masses