Online Physics Thermodynamics Homework Help
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1.Many types of fibers have anisotropic properties. Outline a method by which the coefficients of thermal expansion can be obtained for an aligned fiber system of transversely isotropic fibers in an isotropic matrix phase.
2.In the case of perfectly rigid fibers in an incompressible matrix phase, use the method of lubrication theory to derive the transverse shear modulus under high volume fraction conditions.
3.Consider a system of aligned elastic fibers in an elastic-perfectly plastic matrix, with the fibers in a cubical stacking arrangement. Concerning transverse states of shear deformation, will unlimited flow of the composite occurs at stress levels above, below, or the same as that of the matrix material? Consider dilute and non dilute fiber concentration cases. What would be the effect of strain hardening in the matrix phase?
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4.Assume the condition of single-size cylindrical fibers in a hexagonal packing arrangement. Assume the fibers are perfectly rigid compared with the matrix phase. Use the basic geometry of the problem to derive the strain concentration factor in terms of the volume fraction of the fiber phase, when the composite is in a state of transverse tension.
5.Many types of fibers have anisotropic properties. Outline a method by which the coefficients of thermal expansion can be obtained for an aligned fiber system of transversely isotropic fibers in an isotropic matrix phase.
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