I’m almost certain that the pull of gravity would be weakest while standing at the center of the disc. The majority of the disc’s mass is distributed to your sides, acting evenly on you in all directions, so the net downward vector would be relatively weak.
Although gravity generally acts most strongly when you’re closest to the center of mass, that would surely no longer apply if you’re surrounded by the mass. Imagine there was a hollow space at the center of the earth. You could be at earth’s center of mass and experience no net gravity, since it would be pulling evenly on you in all directions.
Depress_Mode@lemmy.world 1 month ago
I’m no physicist, so I could be wrong, but I don’t think the magnitude would change, only the direction gravity pulls you in. It might “feel” stronger the same way gravity might “feel” stronger when ascending an ever-steepening hill, though.
Azzu@leminal.space 1 month ago
You said the literal opposite of what you later explained. “Always toward the center” = direction does not change, magnitude changes.
Depress_Mode@lemmy.world 1 month ago
Did I? I was thinking in the sense that when climbing a steep hill, gravity isn’t actually any stronger, you’re just fighting against it more, since you’re travelling more vertically than horizontally at some point.