You must also consider the scale of physical models being used to study something much larger.
The pressure exerted by beams depends on the size of the structure. As linear size is increased, the footprint increases as the square of the linear expansion, and volume increases as its cube.
So, a quantity like pressure, force per area, at a constant density in the volume, would increase linearly, as pressure = force/area = weight/area = volume*density/area. If density is constant, pressure increases as volume/area = cube(increase)/square(increase) = linearly increasing.
If a man was made twice as big, but with the same density of bones, muscles, and such, the pressure on his leg bones would be twice the normal-sized man's. A ten-times bigger man would have ten times the pressure on bones of similar density and capability; they would be CRUSHED.
Please, do not confuse the behavior of verinage of a building of ten stories or so as indicative of the behavior of a 110-story skyscraper. They are different things.
Look at a spider's legs, then at an elephant's. The elephants legs must be much thicker, relative to body size, to support its weight. A tiny spider-sized miniature elephant would be much stronger structurally, with less pressure on its bones, than the real elephant.