Theoretical Strength Bulk Strength (typical) ____________________ _____________ Material psi MPa psi MPa _________________________________________________________________ Iron ( carbon steel ) 2,000,000 13,800 100,000 690 Copper 2,000,000 13,800 70,000 483 Glass 1,200,000 8,280 60,000 414 Graphite 4,000,000 27,600 20,000 138 Alumina 5,200,000 35,880 80,000 552 _________________________________________________________________
Clearly, the theoretical strengths of materials are at least an order of magnitude (10x) higher than current materials.
How would a material which is light, thin as a sheet of tin, but can take a blow from a sledgehammer be produced? Perhaps crystalline tungsten or titanium. (You may have heard of titanium, light as aluminum, strong as steel. It makes great bike frames, if you have $$.)
Since single crystals don't have defects, they do not exhibit plastic deformation as readily as ordinary materials. In ordinary materials, defects move through the material structure so that a crumpled piece of aluminum foil remains crumpled, a copper wire remains bent, etc... A defect-free single crystal titanium foil, in addition to being very strong, would also refuse to remain crumpled.
Large single crystal objects and sheets would probably need to be grown in micro-gravity.