Photoelastic studies of the stress distribution around the tip of a crack have produced the isochromatic fringe

Question:

Photoelastic studies of the stress distribution around the tip of a crack have produced the isochromatic fringe pattern (opening mode I case) as shown in the figure. Using the solution given in (8.4.57), show that maximum shear stresses for each mode case are given by:

3A (Tmax) sin , (Tmax) = 2  2 r (1+3 cos9)

Next, plot contours of constant maximum shear stress for modes I and II. In plotting each case, normalize τ, max by the coefficient A or B. For the mode I case, theoretical contours should compare with the following photo elastic picture.

image

Equation 8.4.57

Or= JA Tro || 3 A 2 r d =cos (3 - cos v) - 3 A 2 COS $(1 + cosv). 3 A d =sin(1 + cos2) + 2 r B V =sin(1-3 cos

Fantastic news! We've Found the answer you've been seeking!

Step by Step Answer:

Related Book For  answer-question
Question Posted: