领域:节能环保产业 学校:合肥工业大学职称:
(1)边界元法
(2)数值传热,反问题
(3)非均匀材料热弹性分析
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具体了解该专家信息,请致电:027-87555799 邮箱 haizhi@uipplus.com
(1)主持 合肥工业大学博士学位人员专项资助基金 精细时域展开边界元法在传热问题中的应用 2015年5月-2017年4月
(2)主持 合肥工业大学青年教师创新项目 基于精细时域展开边界元法反演瞬态导热问题的边界几何形状 2015年6月-2016年12月
(3)主持 国家自然科学青年基金 功能梯度材料瞬态热弹性分析的精细时域展开边界元法研究 编号:11502063,2016年1月-2018年12月
(4)主持 大连理工大学 工业装备结构分析国家重点实验室基金 编号:GZ15203,2015年10月-2017年10月
(5)主持 安徽省自然科学基金 几何形状反演问题的精细时域展开边界元法研究 编号:1608085QA07,2016年7月-2018年6月
(6)主持 中国博士后科学基金 基于CS和PTE算法的反几何问题研究,2016年6月-2018年5月
(7)主持合肥工业大学学术新人提升计划B项目复合材料瞬态热弹性问题反几何形状的非迭代算法及应用研究,编号:JZ2017HGTB0183,2017年3月-2018年12月
1.Estimation of boundary condition on the furnace inner wall based on precise integration BEM without iteration. Bo Yu*, Chuang Xu, Weian Yao, Zeng Meng, International Journal of Heat and Mass Transfer, 2018: 122, 823-845.SCI
2.Improved Cuckoo Search Algorithm for Solving Inverse Geometry Heat Conduction Problems. H L Chen, Bo Yu, H L Zhou, Z Meng. Heat Transfer Engineering, 2018.SCI
3.A novel non-iterative inverse method for estimating boundary condition of the furnace inner wall.Bo Yu*, Weian Yao, Qiang Qao, Huanlin Zhou,Chuang Xu.International Communications in Heat and Mass Transfer, 2017:87, 91-97.SCI
4.Shape identification for inverse geometry heat conduction problems by FEM without iteration. Huanlin Zhou*, Yushu Li,Bo Yu**, Haolong Chen. Numerical Heat Transfer, Part A: Applications, 2017: 1-14.SCI
5.A differential transformation boundary element method for solving transient heat conduction problems in functionally graded materials.Bo Yu*, Huan-Lin Zhou, Jun Yan, Zeng Meng. Numerical Heat Transfer, Part A: Applications, 2016: 70, 293-309.SCI
6.Geometry boundary identification of the furnace inner wall by BEM without iteration.Bo Yu *, Huan-Lin Zhou, Qiang Gao, Jun Yan. Numerical Heat Transfer, Part A: Applications: 2016, 69, 1253-1262.SCI
7.The natural boundary integral equation of the orthotropic potential problem. Huan-Lin Zhou*, Yu Tian,Bo Yu, Z. R. Niu. Engineering Analysis with Boundary Elements: 2016, 62, 186-192.SCI
8.Firefly algorithm combined with Newton method to identify boundary conditions for transient heat conduction problems. Huan-Lin Zhou*, Xing-Hang Zhao,Bo Yu*Co-corresponding author, Hao-Long Chen, Zeng Meng. Numerical Heat Transfer, Part B: Fundamentals: 2016.SCI
9.The Calculation of Potential Derivatives by Using NBIE for Anisotropic Potential Problems.Huan-Lin Zhou*, Bu-Xi Bian, Yu Tian,Bo Yu, Z. R. Niu. Journal of Mechanics, 2016: 1-9.SCI
10.Precise time-domain expanding dual reciprocity boundary element method for solving transient heat conduction problems.Bo Yu*, Huan-Lin Zhou,Hao-Long Chen, Yu Tong. International Journal of Heat and Mass Transfer: 2015, 91, 110-118.SCI
11.Precise time-domain expanding BEM for solving non-fourier heat conduction problems.Bo Yu*, Weian Yao, Huanlin Zhou,Hao-Long Chen. Numerical Heat Transfer, Part B: Fundamentals:2015, 68, 511-532.SCI
12.Radial integration BEM for solving non-Fourier heat conduction problems. Weian Yao, H. X. Yao,Bo Yu*. Engineering Analysis with Boundary elements: 2015, 60, 18-26.SCI
13.A time-domain precise BEM for solving transient heat conduction problems with variable heat conductivities. Bo Yu, Weian Yao*, Xiaowei Gao. Boundary Elements and Other Mesh Reduction Methods XXXVI, WIT Press:2013. EI
14.A precise time-domain expanding boundary-element method for solving three-dimensional transient heat conduction problems with variable thermal conductivity.Bo Yu, Weian Yao*. Numerical Heat Transfer, Part B: Fundamentals: 2014, 66, 422-445.SCI
15.A combined approach of RIBEM and precise time integration algorithm for solving transient heat conduction problems.Bo Yu, Weian Yao,Xiaowei Gao, Qiang Gao*.Numerical Heat Transfer, Part B: Fundamentals: 2014, 65, 155-173.SCI
16.A precise integration boundary element method for solving transient heat conduction problems with variable thermal conductivity.Bo Yu, Weian Yao, Qiang Gao*.Numerical Heat Transfer, Part B: Fundamentals: 2014, 65, 472-493.SCI
17.A precise integration boundary element method for solving transient heat conduction problems. Weian Yao Tutor,Bo Yu, Xiaowei Gao, Qiang Gao*. International Journal of Heat and Mass Transfer: 2014, 78, 883-891.SCI
18.Radial integration BEM for one-phase solidification problems.Bo Yu, Weian Yao, Xiaowei Gao, Sheng Zhang*.Engineering Analysis with Boundary Elements: 2014, 39, 36-43.SCI
19.Adaptive Precise Integration BEM for Solving Transient Heat Conduction Problems.Bo Yu, Weian Yao*, Qiang Gao. International Conference on Computational Methods 1:2014, ISSN 2374-3948.