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Theory of beams (strength of materials), is still widely used in practice). A beam is a solid for which one dimension -the length- is much larger than the other two dimensions. We shall see that beam theory offers a dramatic simplification of the original three-dimensional (3D) problem of Chaps. 1 or 2 by reducing it to a one-dimensionalgruelling 发表于 2025-3-22 06:16:23
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Elasto-plasticity,erials have a linear elastic behavior at the early stages of deformation. However, when certain criteria are reached, several materials (e.g., metals) undergo irreversible, or permanent or . deformations. In this chapter, we present constitutive equations and computational algorithms for rate-indepe本土 发表于 2025-3-23 00:25:58
Elasto-viscoplasticity, plasticity or .. The theory allows the modeling of material behavior presenting two features: a permanent (irreversible) deformation and a sensitivity of the stress-strain response to the rate of straining (Fig. 13.1). Visco-plasticity or creep in metals becomes important when the absolute temperatQUAIL 发表于 2025-3-23 02:09:55
Nonlinear continuum mechanics,oundary condition equations on the initial, undeformed (thus known) configuration of a body. The only exception was the study of possible buckling modes in Chap. 10. In this chapter, we present basic continuum mechanics in the presence of geometric non-linearities, namely finite strains, displacemenULCER 发表于 2025-3-23 05:33:10
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