We consider gravitational potentials, which let planets orbit around the sun. This view implies a remote non-local impact of the sun on the planets and vice versa.
But in fact, the gravitational fields have an energy density, which is present locally. The energy density E quadratically depends on the field strength and is given by E=-g²/(8πG), g=MG/r². G is the gravitational constant, r is the distance to the centre of mass M, which generates the gravitational acceleration g.
With the locally available energy density, the gravitational force also becomes a local force.
The gravitational force on an object, which contributes to the gravitational field, is given by the derivative (gradient) of the total field energy in respect to the position of the object.
This force is an interaction between gravitational fields. The energy density of the gravitational field of the object decays with the distance d from the object to the fourth (~1/d4). The interaction of the local gravitational field of the object with the omnipresent background field, therefor is a local interaction.
The idea of a remote gravitational interaction on a distance is a blatant chimera!
The highlighted relation between energy density and force applies to all kinds of force fields.