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Faculty of Science and Tech...
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6
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MENG Xucheng
8
TANG Tao
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Steady Euler equations
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Cahn-Hilliard equation
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Convergence analysis
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The Convergence Analysis of a Class of Stabilized Semi-Implicit Isogeometric Methods for the Cahn-Hilliard Equation
Journal article
Journal of Scientific Computing,2025, volume: 102, issue: 1
Authors:
Meng, Xucheng
;
Qin, Yuzhe
;
Hu, Guanghui
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View/Download:3/0
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Submit date:2025/03/10
Cahn-Hilliard equation
Convergence analysis
Energy stability analysis
Isogeometric analysis
Stabilized semi-implicit scheme
A Fourth-Order Unstructured NURBS-Enhanced Finite Volume WENO Scheme for Steady Euler Equations in Curved Geometries
Journal article
Communications on Applied Mathematics and Computation,2023, volume: 5, issue: 1, pages: 315-342
Authors:
Meng, Xucheng
;
Gu, Yaguang
;
Hu, Guanghui
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View/Download:2/0
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Submit date:2023/04/18
Curved boundary
NURBS-enhanced finite volume method
Secondary reconstruction
Steady Euler equations
WENO reconstruction
Localized exponential time differencing method for shallow water equations: Algorithms and numerical study
Journal article
Communications in Computational Physics,2020, volume: 29, issue: 1, pages: 80-110
Authors:
Meng, Xucheng
;
Hoang, Thi Thao Phuong
;
Wang, Zhu
;
Ju, Lili
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View/Download:6/0
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Submit date:2022/05/17
Domain decomposition
Exponential time differencing
Finite volume discretization
Rotating shallow water equations
Convergence analysis of exponential time differencing schemes for the cahn-hilliard equation
Journal article
Communications in Computational Physics,2019, volume: 26, issue: 5, pages: 1510-1529
Authors:
Li, Xiao
;
Ju, Lili
;
Meng, Xucheng
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View/Download:6/0
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Submit date:2022/05/17
Cahn-Hilliard equation
Convergence analysis
Exponential time differencing
Uniform L∞ boundedness
A NURBS-enhanced finite volume solver for steady Euler equations
Journal article
Journal of Computational Physics,2018, volume: 359, pages: 77-92
Authors:
Meng, Xucheng
;
Hu, Guanghui
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Submit date:2022/05/17
Curve fitting
Finite volume method
Non-oscillatory k-exact reconstruction
NURBS
Steady Euler equations
On robust and adaptive finite volume methods for steady euler equations
Conference paper
Springer Proceedings in Mathematics and Statistics, Aachen, 1 August 2016 to 5 August 2016
Authors:
Hu, Guanghui
;
Meng, Xucheng
;
Tang, Tao
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View/Download:21/0
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Submit date:2021/05/10
Adaptive method A posteriori error estimation
Finite volume method
Newton iteration
Steady Euler equations
Adjoint-based an adaptive finite volume method for steady Euler equations with non-oscillatory k-exact reconstruction
Journal article
Computers and Fluids,2016, volume: 139, pages: 174-183
Authors:
Hu, Guanghui
;
Meng, Xucheng
;
Yi, Nianyu
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View/Download:7/0
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Submit date:2022/05/17
Adjoint-based error estimation
h-adaptive method
High order finite volume methods
Non-oscillatory k-exact reconstruction
Steady euler equations
基于等几何分析的组合杂交有限元方法
Journal article
西华师范大学学报(自然科学版),2014, volume: 35, issue: 3, pages: 220-227
Authors:
蒙许成
;
郭元辉
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View/Download:3/0
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Submit date:2022/05/17
等几何分析
NURBS
有限元
组合杂交法