The mass of a cylinder would be the volume times the density of the material it is made of. Therefore, where m = mass, r = radius, h = height, and ρ = density:
m = πr2hρ
The mass would correspond to the weight 1:1 on Earth and that would be the final answer. If the object is under a different gravity situation, the weight will need to be adjusted accordingly.
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Since we want to calculate the weight of a cylinder, the formula is W = V*D. Or, Weight = Volume*Density. [πr²h is the formula for volume. Pi [3.14159...] x radius squared x height. Simply substitute if you have all aspects of the formula.]
gear with shaft dia40mm length 230 teeth 14 shaft dia 25mm width 6.5mm length 168mm
there is no formula discovered especially for the weight of flat
The cylinder will support, at neutral buoyancy, as much weight as the weight of water it could contain, less the weight of the cylinder itself.
Distance * Weight (in Newton meters)