CORRECTED energy e=mass*c^2=(mol part)*K*Volt*length/c^2; Where
*length* CAN BE *UNiT* volume/surface area quotient, DiAMETER/6
for a SPHERE, EDGElength/6 for a CUBE and Tip-to-Tip DiSTANCE/6
for a TRiAKiS-icosahedral CORE CRYSTAL (20 lattice-unit cells).

The GUESS iSS, iNTRiNSiC EQUiVALENT TEST energy e
(mol part)*K*Volt*length
= -- -- -- -- --- -- -- -- = Volt*Amp*sec = (TEST mass m1)*c^2.
c^2

Given, Volume/Area (the SHAPE factor 666 quotient), analysis:
(mol part)*K*Volt*length Volt*Amp*sec
-- -- -- -- --- -- -- -- = -- -- --- -- = TEST mass, m1
c^4 c^2

(mol part)*K*Volt*(sec)^4 Volt*Amp*(sec)^3
= -- -- -- -- - -- -- -- -- = -- -- - -- -- -- = mass m1
(length)^3 (length)^2

(mol part)*K*Volt*(Volume/Area quotient)*(sec)^4
= -- -- -- -- -- -- -- -- --- -- -- -- -- -- -- -- = m1
(length)^4

(mol part)*K*Volt*(SHAPE factor 666 quotient)*(sec)^4
= -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- --
(length)^4.

Stefan-Boltzmann RADiATiON constant Qx, inputs DiRECTLY:
m1 = mD - mS = N*u = {do - (mi / Vi)} = [mph] photon
= SHELL volume*density
= Vs*ds
= Vi*(do - di)
= (Po - Pi)*Vi*dx / Po
= 4*thick*S*Vi*dx / Po*(cavity dia + SHELL thickness)
= h*fL / c^2
= nA*{mph}*ls / rA
= mS / (n - 1)
= N / Nu
mD / n
= ni*u / xi
= Vdis*Ddis / n
= nA*hbar / rA*c
= nA*Qx*Joule*sec / 10^25*("e")^4*rA*c
= iNTRiNSiC energy / c^2 ..note Qx is non-dimensional;
= (mol part)*K*Volt*length / c^4 ..note CORRECT, *length.

Of course, any SPHERE DiAMETER/6 is equally the RADiUS/3.
Go go Google GROUP SEARCH stuckless shape factor 666 .
brian a m stuckless