The size of a shadow depends on the size and distance of the object casting the shadow. The further the distance between the object and the shadow surface, the larger the shadow.
In three-dimensional space, a sphere has a point that is closest to the object casting the shadow. From that center point there is a gradient of distance outward to the edge of the sphere from the relative position of the object casting the shadow.
This will cause a shadow to gradually expand over a sphere. If the shadow itself is crescent, then the crescent shape will appear as a straight line do to the shadow stretching out as it travels a further distance on the sphere.
Anyone can do an experiment that will show these results. A flashlight and two balls. Use the flashlight to cast a shadow of one ball onto the other ball, covering half of it's surface. Is the ball split with a crescent or a straight line?
[ + ] HomerChimpson
[ - ] HomerChimpson 0 points 1.6 yearsSep 25, 2023 06:23:16 ago (+0/-0)
I might be mistaken, and dont feel like looking into it right now, but I think that is the case here.