Variables Involved in Baryonic Motion

δ_Dn= δ_Dp+(Δδ_M+Δδ_E+Δδ_T)

Where:

δ_Dn = Baryonic density of object, not effected by dark matter boundaries.
where δ_Dp Previous baryonic density of object = (δ_M+δ_E+δ_T)/(1/2bcSin(A))
where a,b,c are the lengths of Gluons
where A,B,C are the angles between Gluons at the Quarks

δ_M = Magnetic field (W Boson) emitted from and read by Baryon. The W Boson is related to the rotational speed of the Baryon. In the case of uud, the 2 u quarks spin in a cone shape around the d Quark. The center of this cone is the rotational axis. The faster the spin the more intense the W Boson. The Voltage = the rotational speed.

δ_E = Electric field (Z Boson) emitted from and read by Baryon.
The uu rotational plane is perpendicular to the Z Boson field . The down quark lies on the rotational axis and is the direction of charge.

using Density Function Theory Introduction
ABCs of DFT
(DFT Wiki)

δ_T = Temperature field (Photon) emitted from and read by Leptons (Electrons) of the Baryon.
using Planck's spectral black body equations
u(v,T) = (8πhv^3/C^3)(1/e^(hv/kT)-1)
u(λ,T) = ((8πhc)/λ^5)*(1/e^(hc/λkT)-1)

This occurs during one spin of the object.
Equilibrium state:
t₀₁ = beginning of vibrations entrance to the Dark Energy Ruleset.
where
Work state:
t₁₁ = change period of Baryon. Application of work equations.
where δ_D= δ_Dp+(Δδ_M+Δδ_E+Δδ_T)
Equilibrium state:
t₀₂ = beginning of vibrations entrance to the Dark Energy Ruleset.
where δ_D = (δ_M+δ_E+δ_T)/(1/2bcSin(A))