Matches in DBpedia 2014 for { ?s ?p CRSS redirects here. For the Pakistan-based think tank, see Center for Research and Security Studies.Critical resolved shear stress is the component of shear stress, resolved in the direction of slip, necessary to initiate slip in a grain. It is a constant for a given crystal.Tests have been conducted on single crystals of metals to measure the shear stress required to initiate plastic deformation, or cause atomic planes to slip. Since this is a threshold value, it is referred to as critical; and since it is a component of the applied force or stress, it is said to be resolved; that is, the critical resolved shear stress.Resolved shear stress is given by τ = σ cos Φ cos λwhere σ is the magnitude of the applied tensile stress, Φ is the angle between the normal of the slip plane and the direction of the applied force and λ is the angle between the slip plane direction and the direction of the applied force.whereas, critical resolved shear stress value is given byτ =σ (cosΦ cosλ)max. }
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- Critical_resolved_shear_stress abstract "CRSS redirects here. For the Pakistan-based think tank, see Center for Research and Security Studies.Critical resolved shear stress is the component of shear stress, resolved in the direction of slip, necessary to initiate slip in a grain. It is a constant for a given crystal.Tests have been conducted on single crystals of metals to measure the shear stress required to initiate plastic deformation, or cause atomic planes to slip. Since this is a threshold value, it is referred to as critical; and since it is a component of the applied force or stress, it is said to be resolved; that is, the critical resolved shear stress.Resolved shear stress is given by τ = σ cos Φ cos λwhere σ is the magnitude of the applied tensile stress, Φ is the angle between the normal of the slip plane and the direction of the applied force and λ is the angle between the slip plane direction and the direction of the applied force.whereas, critical resolved shear stress value is given byτ =σ (cosΦ cosλ)max".