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CONSTITUTIVE RULE FOR VISCOELASTIC MATERIALS HAVING TEMPERATURE, FREQUENCY, AND STRAIN SENSITIVITIES : Part 2 Nonlinear model based on temperature-rise, strain and' strain-rate

机译：具有温度，频率和菌株灵敏度的粘弹性材料的组成型规则：第2部分基于温度升高，菌株和菌株的非线性模型

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Kazuhiko KASAI; Ken TOKORO;
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1. CONSTITUTIVE RULE FOR VISCOELASTIC MATERIALS CONSIDERING TEMPERATURE, FREQUENCY, AND STRAIN SENSITIVITIES [J] . Kazuhiko KASAI, Michihiko TERAMOTO, Kiyoshi OKUMA 日本建築学会构造系論文集 . 2001,第543期

机译：考虑温度，频率和应变敏感性的粘弹性材料的本构规则
2. An improved unified viscoplastic constitutive model for strain-rate sensitivity in high temperature fatigue [J] . R.A. Barrett, P.E. ODonoghue, S.B. Leen International Journal of Fatigue . 2013,第Mara期

机译：高温疲劳应变率敏感性的改进统一粘塑性本构模型
3. (I022)New Attempts for Fracture Prediction in Metal Forming: Construction of a Novel Material Model based on Strain-rate Dependency and Non-associated Flow Rule [J] . Tetsuo Oya 材料とプロセス: 日本鉄鋼協会講演論文集 . 2017,第2a174期

机译：（i022）金属成型中断裂预测的新尝试：基于应变率依赖性的新型材料模型和无相关流量规则的构建
4. STRAIN-RATE SENSITIVE CONSTITUTIVE MODELING OF ANISOTROPIC VISCO- HYPERELASTIC MATERIALS [C] . Sahand Ahsanizadeh, LePing Li ASME international mechanical engineering congress and exposition . 2013

机译：各向异性粘-超弹性材料的应变率本构模型
5. Responses and constitutive modeling of aluminum alloys, and strain-rate and temperature dependent failure criteria for F.C.C. and H.C.P. metals [D] . Liu, Haowen 2011

机译：铝合金的响应和本构模型以及应变速率和温度相关的F.C.C破坏准则和H.C.P.金属
6. Stress-Strain Curves and Modified Material Constitutive Model for Ti-6Al-4V over the Wide Ranges of Strain Rate and Temperature [O] . Xin Hou, Zhanqiang Liu, Bing Wang, 2018

机译：宽应变速率和温度范围内Ti-6Al-4V的应力-应变曲线和修正的材料本构模型
7. Strain-rate sensitivity of foam materials: A numerical study using 3D image-based finite element model [O] . Yongle Sun, Q.M. Li, P.J. Withers 2015

机译：泡沫材料的应变速率敏感性：基于3D图像的有限元模型的数值研究
8. ORNL unified constitutive equations adapted for strain softening and high strain-rate conditions. [R] . S. J. Chang C. E. Pugh 1991

机译：ORNL统一本构方程适用于应变软化和高应变率条件。

CONSTITUTIVE RULE FOR VISCOELASTIC MATERIALS HAVING TEMPERATURE, FREQUENCY, AND STRAIN SENSITIVITIES : Part 2 Nonlinear model based on temperature-rise, strain and' strain-rate

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