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The problem statement for calculating the strains in an epoxy tensile specimen and an epoxy adhesive under given stress conditions. Assuming elastic behavior, the young's modulus and poisson's ratio are used to determine the strains in the x, y, and z directions for the epoxy specimen. For the adhesive, the axial strain is calculated considering the transverse strains and the given stress and material properties of the adhesive and the silicon carbide bars.
Typology: Exercises
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Problem M
a) A tensile specimen is made of an epoxy (a thermosetting polymer). It is loaded in the z direction to a stress of 100 MPa. Assuming that the epoxy remains elastic, what are the resulting strains in the x, y and z directions? The Young's modulus of the epoxy is 3 GPa and the Poisson's ratio is 0.
b) A thin (t<<R) layer of an epoxy adhesive is used to join two silicon carbide bars of circular cross-section, as shown below. An axial (z direction) tensile stress of 100 MPa is applied to the joint as shown. Calculate the axial strain (ezz) in the adhesive. The Young's modulus of the epoxy adhesive is 2 GPa, the Poisson's ratio is 0.3. The Young's modulus of the SiC is 450 GPa and the Poisson's ratio is 0.16. State any assumptions/approximations that you make in solving this problem - note that you may not be able to achieve an exact solution but you should aim to obtain a good approximation. Hint: think about the transverse strains in the adhesive (e (^) xxand eyy ).