The local stress state of an object can by inferred from measurements of strain and the material properties. By using a strain gauge rosette comprised of three strain gauges, the normal strain components (r, Єy) and the shear strain component Yxy can be found using the below set of simultaneous equations. €₁ = €₂ cos² 0₁ + Єy sin² 0₁ + Yzy sin 0₁ cos a €₁ = €r cos² 0 + Єy sin² 0 + Yxy sin of coo Єc = Ex Cos² Oc + Єy! sin² Oc + Yzy sin c cos c Solve for €, Ey, Yay When: • €₁ = 491 microstrain • €b = 575 microstrain • • • € = -511 microstrain a = 2 degrees 0 = 42.5 degrees • 0 = 92.2 degrees and upload your solution, including MATLAB code, to the assessment submission portal.

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