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冯嵩
福州大学土木工程学院

冯嵩,男,福州大学土木工程学院研究员。

人物简历

工作经历

2020.10 -今 福州大学土木工程学院 (直评)

2018.06 -2020.9 福州大学土木工程学院 助理研究员

教育背景

2012.09 - 2016.11 香港科技大学,土木工程专业,博士

2009.09 - 2012.06 中国科学院武汉岩土力学研究所, 岩土工程专业,硕士

2005.09 - 2009.06 四川大学,土木工程专业,学士

研究方向

Ÿ岩土介质弹塑性本构模型

Ÿ饱和/非饱和土力学

Ÿ固体废弃填埋场覆盖系统设计与分析

Ÿ生物-化学-水-气-热-力学耦合模型

Ÿ大气-植被-土体相互作用的理论与实验研究

荣誉与奖励

2020.07 福建省引进海外高层次人才B类

2018.06 福州大学旗山学者

学术兼职

2021.11 获固废研究领域国际顶刊《Waste Management》授予“2020-2021 Top Reviewer Award”

2020.09—今 中国土工合成材料工程协会环境土工专业委员会委员

科研项目

Ÿ国家自然科学基金面上项目:酸性矿区植被-矿渣覆盖层长效防渗隔氧机理及设计(52178320),2021-2024。

Ÿ国家自然科学青年基金:植物作用下非饱和土质覆盖层臭气运移的机理及理论模型研究(51808125), 2019-2021。

Ÿ中国人民解放军陆军勤务学院岩土工程与地质环境保护重庆市重点实验室开放基金:极端暴雨条件下根系特征对边坡稳定性影响机理(LQ21KFJJ13), 2021-2022,主持

Ÿ福州大学旗山学者科研启动基金:植物对边坡稳定性影响的机理与理论研究(510597),2018-2021,主持

Ÿ软弱土与环境土工教育部重点实验室(浙江大学)开放基金:垃圾填埋场土质覆盖层中甲烷与臭气运移的多场耦合理论与现场试验研究(2019P06)2019-2021,主持

学术成果

论文

[1]冯嵩*,郑颖人,孔亮,冯夏庭(2011). 广义塑性力学多重屈服面模型隐式积分算法及其ABAQUS二次开发. 岩石力学与工程学报,30(10): 2019-2025.

[2]Feng, S., Leung, A.K., Zhan, L.T., Liu, H.W., G.Y. Li*, and Guo, X. K. (2021). A new method for simultaneous measurements of gas dispersion coefficient and gas coefficient of permeability of unsaturated soil. Journal of Geotechnical and Geoenvironmental Engineering, accepted on 2 Dec, 2021.

[3]Qiu, Q. W., Zhan, L. T., Leung, A.K., Feng, S. * and Chen, Y.M. (2021). A new method and apparatus for measuring in-situ air permeability of unsaturated soil. Canadian Geotechnical Journal, 58(4): 514–530.

[4]Vitali, D., Leung, A. K., Feng, S. , Knappett, J. A., and Li, M. (2021). Centrifuge modelling of the use of discretely-spaced energy pile row to rein-force unsaturated silt. Géotechnique, accepted on 21Oct, 2020.

[5]Zhan, L. T., Wu, T, Feng, S. *, Li, G. Y., He, H. J., Lan. J. W., and Chen, Y. M. (2020). Full-scale experimental study of methane emission in a loess-gravel capillary barrier cover under different seasons. Waste Management, 107: 54-65.

[6]Leung, A. K., Feng, S.*, Vitali, D., Li, Ma and Karimzadeh, A. A. (2020). Temperature effects on the hydraulic properties of unsaturated sand and their influences on water-vapor-heat transport. Journal of Geotechnical and Geoenvironmental Engineering, 146(4): 06020003.

[7]Feng, S., Leung A. K., Liu, H. W.* and Ng, C. W. W. (2020). Modelling microbial growth and biomass accumulation during methane oxidation in unsaturated soil. Canadian Geotechnical Journal, 57(2): 189-204.

[8]Feng, S., Liu, H.W. *and Ng, C.W.W. (2020). Analytical analysis of the mechanical and hydrological effects of vegetation on shallow slope stability. Computers and Geotechnics, 118: 103335.

[9]Feng, S., Leung A. K., Liu, H. W.*, Ng, C. W. W., L.T. Zhan, and R. Chen (2019). Effects of thermal boundary condition on methane oxidation in landfill cover soil at different ambient temperatures. Science of the Total Environment, 692: 490-502.

[10]Feng, S., Liu, H. W.* and Ng, C. W. W. (2019). Dimensional analysis of pore-water pressure response in a vegetated infinite slope. Canadian Geotechnical Journal, 56(8): 1119-1133.

[11]Feng, S., Liu, H. W. *, Chiu, A.C. F. and Ng, C. W. W. (2019). A steady-state analytical profile method for determining methane oxidation in landfill cover, Science of the Total Environment, 646: 1528-1535.

[12]Liu, H. W., Feng, S.* and Ng, C. W. W. (2018). Analytical solutions of pore-water pressure distributions in a vegetated multi-layered slope considering the effects of roots on water permeability. Computers and Geotechnics, 102: 252-261.

[13]Feng, S., Leung A. K., Ng, C. W. W. and Liu, H. W.* (2017). Theoretical analysis of coupled effects of microbe and root architecture on methane oxidation in vegetated landfill covers. Science of the Total Environment, 599: 1954-1964.

[14]Feng, S., Ng, C. W. W., Leung A. K. and Liu, H. W.* (2017). Numerical modelling of methane oxidation efficiency and coupled water-gas-heat reactive transfer in a sloping landfill cover. Waste Management, 68: 355-368.

[15]Ng, C. W. W., Feng, S.* and Liu, H. W. (2015). A fully coupled model for water–gas–heat reactive transport with methane oxidation in landfill covers. Science of the Total Environment, 508: 307-319. (SCI; 2015 IF=3.976)[1]

参考资料