compression
Compression Fracture
Bending, Shearing, Torsion, Shearing, and Compression.
The three types of static stresses are tension (stretching force), compression (squeezing force), and shear (sliding force). Static stresses can cause materials to deform or fail if they exceed the material's strength.
Lift(carrying capacity), fuel economy, stresses on the air frame, temperature the air frame is exposed to.
Peter Alexander McKenna has written: 'Fatigue of ferrous metals subjected to direct alternating stresses'
If the load is from the top pointing down, compessive stress is at the top and tension at the bottom
No, oxygen itself cannot exhibit brittleness because it is a gas at normal atmospheric conditions. Brittleness is a mechanical property exhibited by solid materials when subjected to certain stresses.
Dense irregular connective tissue is the type of connective tissue that strengthens and supports areas subjected to stresses from many directions. It contains collagen fibers arranged in a random network, providing strength and resistance to tension in multiple directions. It is commonly found in the dermis of the skin and the capsules of organs to provide structural support.
uhhm the only thing i would say its that if you want to keep your frame, stop doing that. if your frame becomes damaged, you should replace it. if theres a worn down part of the frame, it will be a point that can fracture from the stresses of BMX riding because it will be weaker than the surrounding areas on the frame.
Stresses will be distributed equally among members if there is symmetry. It will be easier to calculate it will be easier to manufacture...
Whenever an elastic body subjected to loads in its 3 dimensions, the stresses will get developed along the principal axis of the body. These are the principal stresses. These stress should not exceed the yield stress of the material. Von Mises (1913) postulated that, even though none of the principal stresses exceeds the yield stress of the material, it is possible for yielding of the same from the combination of stresses. The Von Mises criterion is a formula (refer any textbook which content failure theories for Ductile Materials) for combining these 3 stresses into an equivalent stress, which is then compared to the yield stress of the material.