紫金矿业集团 福州大学 网站首页

张婷 -- 讲师 --博士研究生

职务:
专业: 土木工程
电子邮件: TingZhang@fzu.edu.cn
研究方向: 近场动力学数值理论,岩土弹塑性力学,边坡可靠度

教育工作经历

Main experience

教育经历:
2017.09-2022.06    重庆大学土木工程专业,博士研究生
2016.09-2017.07    重庆大学土木工程专业,硕士研究生
2012.09-2016.07    福州大学勘查技术与工程专业,大学本科
工作经历:
2022.08-至今  福州大学紫金地质与矿业学院,讲师

科研简介

Main experience

从事近场动力学理论、岩土弹塑性力学、边坡可靠度等研究。发表SCI论文9篇,其中在中科院 Top 期刊Engineering with Computers, Engineering Geology, Engineering Failure Analysis 及高影响因子权威期刊 European Journal of Mechanics-A/Solids International Journal for Numerical and Analytical Methods in Geomechanics 累计发表SCI 论文(一作)5篇(总影响因子 27.721)。

科研项目

Main experience

[1]福州大学引进人才科研启动基金,深部岩体断裂型岩爆孕育过程精细模拟:近场动力学塑性理论开发,2022/9-2024/9,主持;
[2]中央高校基本科研业务费项目: 深部岩石损伤演化的智能数字化技术研究,起止时间: 2021/5-2022/5,参与;

代表性论文

Main experience

近五年出版的著作:
[1] Zhang T., Zhang J.Z., 2022. Numerical estimate of critical failure surface of slope by ordinary state-based peridynamic plastic model[J]. Engineering Failure Analysis, 140: 106556.
[2] Zhang, T., Qian, Q. H., Zhou, X. P., 2021. The peridynamic Drucker-Prager plastic model with fractional order derivative for the numerical simulation of tunnel excavation[J]. International Journal for Numerical and Analytical Methods in Geomechanics. 46:1620–1659.
[3] Zhang, T., Zhou, X. P., Qian, Q. H., 2021. Drucker-Prager plasticity model in framework of OSB-PD theory with shear deformation[J]. Engineering with Computers. https://doi.org/10.1007/s00366-021-01527-z.
[4] Zhang, T., Zhou, X. P., Liu, X. F., 2020. Reliability analysis of slopes using the improved stochastic response surface methods with multicollinearity[J]. Engineering Geology. 271:105617.
[5] Zhang, T., Zhou, X. P., 2019. A modified axisymmetric ordinary state-based peridynamics with shear deformation for elastic and fracture problems in brittle solids[J]. European Journal of Mechanics-A/Solids. 77: 103810.
[6] Zhou X, Zhang T. 2022. Generalized plastic ordinary state-based peridynamic model with shear deformation of geomaterials[J]. Acta Geotechnica, 2022: 1-15.
[7] Zhou, X. P., Zhang, T., Qian, Q. H., 2021. A two-dimensional ordinary state-based peridynamic model for plastic deformation based on Drucker-Prager criteria with non-associated flow rule[J]. International Journal of Rock Mechanics and Mining Sciences. 146:104857.

获奖情况

Main experience

重庆大学优秀研究生, 2020.12.