博士后 Postdoctor

黄琼敖(Qiong-Ao Huang)

学历/职称:

博士/博士后

研究方向:

材料计算

联系方式:

huangqiongao@m.scnu.edu.cn

  • 教育背景

    2016.09-2019.07      武汉大学       计算数学   博士   导师:杨志坚 教授 & 蒋维 副教授
    2013.09-2016.07      广西大学       应用数学   硕士   导师:钟献词 教授
    2009.09-2013.07   河南师范大学     物理学     学士

  • 工作经历

    2019.08-至今  华南师范大学  华南数学应用与交叉研究中心  特聘副研究员  一类博士后  合作导师:包维柱 教授

  • 研究领域

    薄膜固态去湿和表面失稳
    热磁电弹性材料裂纹问题
    微分/积分方程数值解

  • 科研项目

    主持:
    [1] 国家自然科学基金(青年科学基金项目),No.12001210,2021.01-2023.12

    [2] 中国博士后科学基金(面上项目),No. 2019M662946,2019.11-2022.08

    [3] 广西研究生教育创新计划资助项目,No.YCSZ2015030,2015.06-2016.05 

    参与:
    [1] 国家自然科学基金(重点项目),No.12131010,2022.01-2026.12

    [2] 国家自然科学基金(面上项目),No.11871384,2019.01-2022.12
    [3] 国家自然科学基金(青年科学基金项目),No.11701433,2018.01-2020.12
    [4] 国家自然科学基金(面上项目),No.71571054,2016.01-2019.12

    [5] 宁夏重点研发项目(引才专项)资助项目,No.2020BEB04039,2021.01-2023.12

    [6] 广东省基础与应用基础研究基金(粤港澳应用数学中心项目),No.2020B1515310005,2020.01-2022.12

    [7] 湖北自然科学基金(面上项目),No.2018CFB466,2018.01-2019.12
    [8] 广西自然科学基金(面上项目),No.2016GXNSFAA380261,2016.09-2019.08

  • 获得荣誉

    2019年武汉大学学术创新奖
    2016年广西大学优秀硕士毕业论文

  • 论文发布

    [12] Q.A. Huang, G. Zhang, B. Wu*, Fully-discrete energy-preserving scheme for the space-fractional Klein-Gordon equation via Lagrange 

           multiplier type scalar auxiliary variable approach, Mathematics and Computers in Simulation, 192:265-277, 2022.

    [11] J.Y. Wang, Q.A. Huang*, A family of effective structure-preserving schemes with second-order accuracy for the undamped sine-Gordon             equation, Computers and Mathematics with Applications, 90:38-45, 2021.

    [10] B. Wu*, Q.A. Huang, D. Peng, X.Y. Yang, Z. Feng, The analysis of a cracked material under combined unsymmetric thermal flux and         

           symmetric linear mechanical loading, Mathematical Problems in Engineering, 2021: 5580908, 2021.

    [9] Q.A. Huang, W. Jiang, J.Z. Yang*, An efficient and unconditionally energy stable scheme for simulating solid-state dewetting of thin films          with isotropic surface energy, Communications in Computational Physics, 26(5):1444-1470, 2019.
    [8] Q.A. Huang, W. Jiang, J.Z. Yang*, An unconditionally energy stable scheme for simulating wrinkling phenomena of elastic thin films on a            compliant substrate, Journal of Computational Physics, 388:123-143, 2019.
    [7] H.M. Wei, X.C. Zhong*, Q.A. Huang, Uniqueness and approximation of solution for fractional Bagley-Torvik equations with variable                    coefficients, International Journal of Computer Mathematics, 94:1542-1561, 2017.
    [6] Q.A. Huang, X.C. Zhong*, B.L. Guo, Approximate solution of Bagley-Torvik equations with variable coefficients and three-point boundary-          value conditions, International Journal of Applied and Computational Mathematics, 2:327-347, 2016.
    [5] X.C. Zhong#,*, Q.A. Huang#, H.M. Wei, Existence and approximation of solution for a nonlinear second-order three-point boundary value         problem, Boundary Value Problems, 169:1-21, 2016.
    [4] X.C. Zhong*, Q.A. Huang, Approximate solution of three-point boundary value problems for second-order ordinary differential equations         with variable coefficients, Applied Mathematics and Computation, 247:18–29, 2014.
    [3] X.C. Zhong*, Q.A. Huang, Thermal stress intensity factor for an opening crack in thermomagnetoelectroelastic solids, Journal of Thermal            Stresses, 37(8): 928–946, 2014.
    [2] 伍芳芳, 钟献词*, 黄琼敖, 第二类Hammerstein积分方程的一种新解法, 应用数学进展, 5:184-191, 2016.

    [1] 黄琼敖, 钟献词*, 刘雪铃, 第二类Fredholm积分方程组的分段泰勒级数展开法, 数学的实践与认识, 46(13):169-176, 2016.