Experimental and numerical study of the evolution of deformation in an epoxy composite circular plate during non-uniform cooling
DOI:
https://doi.org/10.7242/1999-6691/2009.2.3.26Keywords:
experiment, vitrification, numerical methods, technological stresses, residual stresses, finite element methodAbstract
Experimental time dependences of bending of flat epoxy resin cylindrical specimens during cooling in water have been obtained. A step-by-step algorithm for numerical solution of the boundary problem by finite-element procedure using ANSYS program is presented. Explanation of observed effects is given taking into account the peculiarities of the constitutive equations used. The validity of the previously proposed model describing the thermomechanical behavior of vitrifying polymers and the numerical technique for solving boundary-value problems have been verified for the given class of materials.
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References
Бартенев Г.М., Бартенева А.Г. Релаксационные свойства полимеров. - М.: Химия, 1992. - 384 с.
Матвеенко В.П., Сметанников О.Ю., Труфанов Н.А., Шардаков И.Н. Термомеханика полимерных материалов в условиях релаксационного перехода // Физич. мезомех. - 1999. - Т. 2, № 4. - С. 23-29.
Begishev V.P., Smetannikov O.Yu., Trufanov N.A., Shardakov I.N. Numerical and experimental analysis of the residual stresses in polymer products conditions of a complex stress state // International Polymer Science and Technology. - 1998. - V. 25, N. 4. - P. 85-89.
Сегерлинд Л. Применение метода конечных элементов. - М.: Мир, 1979. - 392 с.
Сметанников О.Ю. Об одной модели регулирования остаточных напряжений в изделиях из стеклующихся полимеров // Вестник СамГУ. Естественнонаучная серия. - 2008. - № 6(65). - С. 309-321.
Беляев Н.М., Рядно А.А. Методы теории теплопроводности: В 2-х ч. Ч. 1. - М.: Высшая школа, 1982. - 304 с.
###
Bartenev G.M., Barteneva A.G. Relaksacionnye svojstva polimerov. - M.: Himia, 1992. - 384 s.
Matveenko V.P., Smetannikov O.U., Trufanov N.A., Sardakov I.N. Termomehanika polimernyh materialov v usloviah relaksacionnogo perehoda // Fizic. mezomeh. - 1999. - T. 2, No 4. - S. 23-29.
Begishev V.P., Smetannikov O.Yu., Trufanov N.A., Shardakov I.N. Numerical and experimental analysis of the residual stresses in polymer products conditions of a complex stress state // International Polymer Science and Technology. - 1998. - V. 25, N. 4. - P. 85-89.
Segerlind L. Primenenie metoda konecnyh elementov. - M.: Mir, 1979. - 392 s.
Smetannikov O.U. Ob odnoj modeli regulirovania ostatocnyh naprazenij v izdeliah iz stekluusihsa polimerov // Vestnik SamGU. Estestvennonaucnaa seria. - 2008. - No 6(65). - S. 309-321.
Belaev N.M., Radno A.A. Metody teorii teploprovodnosti: V 2-h c. C. 1. - M.: Vyssaa skola, 1982. - 304 s.
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