The magnetic field cannot affect this because it has no potential function and, for a body experiencing a change in volume ΔV [delta vee]
In an adiabatic situation, this quantity gives rise to the non- homogenous term in the Reynolds energy transport equation. The magnetic field cannot affect this because it has no potential function and, for a body experiencing a change in volume ΔV [delta vee] given pressure p [pee], the amount of this done by the body is given by  [the integral over delta vee of pee dee vee]. For 10 points, identify the energetic quantity that, for a particle moving along displacement Δs [delta ess] in an uniform force field F [eff], is given by F ∙ Δs [eff dot delta ess] and, as the product of force and distance, joins heat transfer as a mode of energy transfer in classical thermodynamics.
In an adiabatic situation, this quantity gives rise to the non- homogenous term in the Reynolds energy transport equation.
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