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Q: What meterial is strongest in compression?
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It depends on the kinds of stresses the structure is expected to resist. To resist cantilever stresses (bending - a combination of compression, tension, and sheer), the octet-truss is the strongest possible structure. To resist only tension a straight line, such as a cable, is the optimum structural geometry; and to resist only compression a lorimerlite framework is the strongest structural geometry.


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lorimerlite frameworks are the strongest for resisting compression, however octet-trusses are much stronger when resisting cantilever stresses


What is the second strongest geometric shape?

It really depends on what kind of strength you are looking for, a triangle is the strongest shape when rigidity is what is needed (so when you want to have a strong cantilever structure or a general structure that can resist a variety of stresses). It's difficult to say what might be the second strongest shape in such circumstances, but maybe a triangle that is not equilateral, but this is an over simplification. An octet-truss is the strongest structure for cantilevering because of the strength of the triangle However if its 'hardness' you're looking for, or resistance to purely compression, a tessellation of hexagons is your strongest shape, and therefore perhapse an irregular hexagon is your second strongest. A lorimerlite framework is the strongest truss under compression because of the strength of hexagons.


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