@Article{CAM-17-15, author = {}, title = {【期刊信息】Communications in Computational Physics, Volume 28, Number 2, 2020}, journal = {CAM-Net Digest}, year = {2020}, volume = {17}, number = {15}, pages = {10--10}, abstract = {

Performance Enhancement for High-Order Gas-Kinetic Scheme Based on WENO-Adaptive-Order Reconstruction  
Xing  Ji & Kun Xu

An All Speed Second Order IMEX Relaxation Scheme for the Euler Equations  
Andrea Thomann, Markus Zenk, Gabriella Puppo & Christian Klingenberg

Modified Ghost Fluid Method with Axisymmetric Source Correction (MGFM/ASC) Chengliang Feng, Tiegang Liu, Liang Xu & Changsheng Yu

An Efficient Method for Estimating the Electromagnetic Wave Propagation in Three Dimensional Optical Waveguide Structures
Yu Mao Wu, Xin Lou, Ya-Qiu Jin, Zhaoguo Hou, Lizhi Xiao, Ning Zou, Hai Jing Zhou  & Yang Liu

Quantitative Photoacoustic Imaging of Chlorophyll Using a GPU-Accelerated Finite Element Method
Weizhi Qi, Lei Yao, Yunchao Jiang, Na Huang, Heng Guo, Jian Rong, Hui Feng, Wanneng Yang & Lei Xi

Extended Synchronous Variational Integrators for Wave Propagations on Non-Uniform Meshes  
Pei Liu, Jerry Zhijian Yang & Cheng Yuan

A Bipolar-Bisection Piecewise Encoding Scheme for Multi-Source Reverse Time Migration
Xiaofeng Jia, Bin Chen & Qihua Li

Stability Analysis for Wave Simulation in 3D Poroelastic Media with the Staggered-Grid Method
Wensheng Zhang

A Hodge Decomposition Method for Dynamic Ginzburg—Landau Equations in Nonsmooth Domains—A Second Approach  
Buyang Li, Kai Wang & Zhimin Zhang

Super-Closeness between the Ritz Projection and the Finite Element Solution for some Elliptic  Problems
Ruosi Liang, Yue Yan, Wenbin Chen & Yanqiu Wang

FESTUNG: A MATLAB / GNU Octave Toolbox for the Discontinuous Galerkin Method. Part IV: Generic Problem Framework and Model-Coupling Interface
Balthasar Reuter, Andreas Rupp, Vadym Aizinger, Florian Frank & Peter Knabner


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End of CAM Digest
本期到此结束 

}, issn = {}, doi = {https://doi.org/2021-CAM-19519}, url = {https://global-sci.com/article/75422/communications-in-computational-physics-volume-28-number-2-2020} }