Analytical solutions of stress singularities in a sectorial plate based on Reissner Mindlin plate theory
Chen, C.-D.
Applied Mathematical Modelling 39(23-24): 7657-7679
2015
ISSN/ISBN: 0307-904X
DOI: 10.1016/j.apm.2015.04.029
Accession: 066925833
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Related References
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Vanmaele, C.; Vandepitte, D.; Desmet, W. 2009: An efficient wave based prediction technique for dynamic plate bending problems with corner stress singularities Computer Methods in Applied Mechanics and Engineering 198(30-32): 2227-2245
Ziegelhoeffer A.; De Jong J.W.; Ferrari R.; Turi Nagy L. 1996: An analysis of thermal stress and distortion in bead-on-plate welding using laminated isotropic plate theory Journal of Materials Processing Technology 57(3-4): 337-344
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Sahraee, S. 2009: Bending analysis of functionally graded sectorial plates using Levinson plate theory Composite Structures 88(4): 548-557
Zucchini, A.; Hui, C.Y.; Zehnder, A.T. 2000: Crack tip stress fields for thin, cracked plates in bending, shear and twisting : A comparison of plate theory and three-dimensional elasticity theory solutions International Journal of Fracture 104(4): 387-407
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Reddy, J.N.; Barbero, E.J.; Teply, J.L. 1989: A plate bending element based on a generalized laminate plate theory International Journal for Numerical Methods in Engineering 28(10): 2275-2292
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