Can Dark Energy Be Described as a Force?

[Quarlep]

1/2 mv² kinetic energy of expansion and force will beΩ
m(dv/dt)=m((dH/dt)D+H²D). Thats the force of expansion. But have can we describe the force of dark energy ? I thought F=P/S P=ωρc² then force will be F=-ρc²/R² am I right ? (ρ=dark energy density)

 

[PeterDonis]

1/2 mv2 kinetic energy of expansion and force will beΩ
m(dv/dt)=m((dH/dt)D+H2D). Thats the force of expansion.

No, it isn't. Expansion is not a force; objects which are moving with the Hubble flow are moving along geodesics, with no applied force at all.

can we describe the force of dark energy ?

Dark energy isn't a force either; it's just a contribution to the overall spacetime geometry that determines the Hubble flow.

 

[Quarlep]

Cant we show them like force I know there's no force theorytically

 

[PeterDonis]

Cant we show them like force I know there's no force theorytically

No. "Force" would imply either non-geodesic motion, or a non-inertial frame in which a comoving object's coordinate acceleration was nonzero. Neither of those applies to what you are suggesting.