@H8KUcom@JerrySmith_598@LaikaYaps Are you talking about hydrostatic pressure? Because at surface youโd calculate gravitational force using newtons equation. ~1g is calculated based on our, distance does absolutely matter immensely, one could even say exponentially.
(Ba dum tsk)
Newton defines gravity as:
F = G(๐1 x ๐2)/(r^{2})
Whereas;
F = Force of gravity in relation from one mass to the other(in Newtons, N)
G = Gravitational constant (about 6.674(10^{-11} ) N(m^{2}/kg^{2})
๐1 & ๐2 = Masses of the two objects (in kg)
r = Distance between the centers of the two objects (in meters)
There is no density! Now what you could do is substitute ๐1 or ๐2 using the equation:
Mass (๐) = density (๐) times volume (๐)
This will allow you to calculate without knowing the mass of an object however the result will remain the same as if you did know the mass.
@EckertAnthony@wolframs91 Cool, how do you define what is and isnโt being optimized by the engagement gradient? The distinction is your point but I argue itโs impossible to differentiate.