NONLINEAR VISCOELASTIC BEHAVIOUR OF THERMORHEOLOGICALLY COMPLEX MATERIALS — A MODELLING APPROACH

机译：热流变复合材料的非线性粘弹性行为-一种建模方法

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In previous work a mathematical model was presented describing the deformation behaviour of glassy polymers up to yield. In this study the limitation of this model to a single molecular process is removed by a parallel extension of the model. The response of the resulting enhanced model is investigated numerically for a material possessing two molecular processes.

机译：在先前的工作中，提出了描述玻璃状聚合物直至屈服的变形行为的数学模型。在这项研究中，通过并行扩展模型消除了该模型对单个分子过程的限制。对于具有两个分子过程的材料，将对所得增强模型的响应进行数值研究。

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来源
《International Conference on Deformation, Yield and Fracture of Polymers; 20000410-20040413; Cambridge; GB》|2000年|P.450-453|共4页
会议地点 Cambridge(GB)
作者
E.T.J. Klompen; L.E. Govaert;
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作者单位

Eindhoven University of Technology, Dutch Polymer Institute (DPI);

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原文格式 PDF
正文语种 eng
中图分类复合材料;
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2. IMI834钛合金在热拉伸变形过程的流变行为建模（英文） [J] . M.H.GHAVAM, M.MORAKABATI, S.M.ABBASI, 中国有色金属学报：英文版 . 2015,第003期
3. Nonlinear Viscoelastic Behaviour of Thermorheologically Complex Materials [J] . E.T.J.Klompen, L.E.Govaert Mechanics of time-dependent materials . 1999,第1期

机译：热流变复杂材料的非线性粘弹性行为
4. Prediction of Viscoelastic Behaviour of Thermorheologically Complex Polymeric Materials [J] . Naba K.Dutta, N.Roy Chouhury, Janis Matisons, Journal of Reinforced Plastics and Composites . 2001,第5期

机译：热流变复杂聚合物材料的粘弹性行为预测
5. Study of laminated orthotropic shells of revolution from viscoelastic thermorheological complex materials [J] . Babkov A.V. Прикладная механика . 1998,第8期

机译：粘弹性热流变复合材料研究正交各向异性叠层壳
6. NONLINEAR VISCOELASTIC BEHAVIOUR OF THERMORHEOLOGICALLY COMPLEX MATERIALS — A MODELLING APPROACH [C] . E.T.J. Klompen, L.E. Govaert International conference on deformation, yield and fracture of polymers . 2000

机译：热热复杂材料的非线性粘弹性行为 - 一种建模方法
7. Reduced-order Homogenization of Heterogeneous Material Systems: from Viscoelasticity to Nonlinear Elasto-plastic Softening Material [D] . Liu, Zeliang. 2017

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8. Application of the Thermorheologically Complex Nonlinear Adam-Gibbs Model for the Glass Transition to Molecular Motion in Hydrated Proteins [O] . Ian M. Hodge 2006

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9. Application of the Thermorheologically Complex Nonlinear Adam-Gibbs Model for the Glass Transition to Molecular Motion in Hydrated Proteins [O] . Hodge, Ian M. 2006

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10. Comparison of Fractional Order Time Derivative Models of the Viscoelastic StressRelations in Thermorheologically Complex Materials [R] . Chambers, V. B. 1991

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NONLINEAR VISCOELASTIC BEHAVIOUR OF THERMORHEOLOGICALLY COMPLEX MATERIALS — A MODELLING APPROACH

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