|
· The stress required to maintain
an equilibrium radius, R; τR= (G b /R). · The
radius of curvature for a Frank-Reed source has its minimum value for a semi-circular
loop (b). · For
(D, D') separated by L, R = L/2, and: τcr = (2Gb/L). · Experimentally, L = 104 b so that the critical
shear stress on the dislocation model is: τcr = 2 x 10-4
G. · This dislocation model
for the yield
stress is in good agreement with the experimental measurements
on bulk crystalline materials.
|
|