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Therefore, the cold method working is required to maintain or increase the strength of a material.
Thus, the tensile strength of a material may fall after exposure to heat, moisture, or salt spray or may be increased by radiation or electrical current.
The strength of a material is its resistance to failure (destruction of structure) by flow or fracture; it is a measure of the stress required to deform a body.
The theoretical strength of a material is the stress required to deform an infinite, defect-free crystal.
Fretting fatigue generally leads to the degradation of the fatigue strength of a material due to cyclic micro-slip between two contacting materials.
Achieving the theoretical strength of a material experimentally is hindered by the ability to create and mechanically test an absolutely defect-free material.
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This information is useful, as the structural strengths of a material are successfully known from the knowledge of elastic constants.
We show that indent size, grain size and pinning defects combine in a single, length-scale-dependent deformation mechanism, to determine the yield strength (hardness) of a material.
This complicates the determination of the true ultimate biaxial strength of a composite material.
Since the strength of a ceramic material depends on its geometric form, etc., the strength evaluation method required for a pressure design is not established.
This homogenization method is validated by comparing the provided tensile strength of a biphasic material to that obtained directly by a structure calculus.
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