设为首页
收藏本站
网站地图
|
English
|
公务邮箱
About the library
Background
History
Leadership
Organization
Readers' Guide
Opening Hours
Collections
Help Via Email
Publications
Electronic Information Resources
常用资源
电子图书
期刊论文
学位会议
外文资源
特色专题
内部出版物
ProQuest学位论文(1)
Elsevier电子期刊(9)
在“
Elsevier电子期刊
”中,
命中:
9
条,耗时:小于0.01 秒
在所有数据库中总计命中:
10
条
1.
On the
freestream
preservation
of finite volume method in curvilinear coordinates
作者:
Dan Xu
;
a
;
xudan5293417@yahoo.com" class="auth_mail" title="E-mail the corresponding author
;
Xiaogang Deng
a
;
Yaming Chen
b
;
Yidao Dong
a
;
Guangxue Wang
a
;
c
关键词:
Finite volume method
;
Freestream
preservation
;
Curvilinear coordinates
刊名:Computers and Fluids
出版年:2016
2.
Conservative high-order flux-reconstruction schemes on moving and deforming grids
作者:
Yoshiaki Abe
;
a
;
abe@flab.isas.jaxa.jp" class="auth_mail" title="E-mail the corresponding author
;
Takanori Haga
b
;
haga.takanori@jaxa.jp" class="auth_mail" title="E-mail the corresponding author
;
Taku Nonomura
c
;
nonomura@flab.isas.jaxa.jp" class="auth_mail" title="E-mail the corresponding author
;
Kozo Fujii
c
;
fujii@flab.isas.jaxa.jp" class="auth_mail" title="E-mail the corresponding author
关键词:
Flux reconstruction
;
Geometric conservation law
;
Freestream
preservation
;
High-order unstructured scheme
;
Conservative metrics
;
Moving grids
刊名:Computers and Fluids
出版年:2016
3.
Extending geometric conservation law to cell-centered finite difference methods on moving and deforming grids
作者:
Fei Liao
;
psychozero@icloud.com" class="auth_mail" title="E-mail the corresponding author
;
Zhengyin Ye
关键词:
Geometric conservation law
;
Cell-centered symmetrical conservative metric method
;
Cell-centered finite difference method
;
Moving and deforming grid
;
Freestream
preservation
刊名:Journal of Computational Physics
出版年:2015
4.
Geometric interpretations and spatial symmetry property of metrics in the conservative form for high-order finite-difference schemes on moving and deforming grids
作者:
Yoshiaki Abe
;
Taku Nonomura
;
Nobuyuki Iizuka
;
Kozo Fujii
关键词:
Body-fitted coordinate
;
Geometric conservation law
;
Freestream
preservation
;
Commutativity
;
High-order scheme
;
Moving and deforming grids
;
Conservative metric
;
Geometric interpretation
刊名:Journal of Computational Physics
出版年:1 March, 2014
5.
Conservative metric evaluation for high-order finite difference schemes with the GCL identities on moving and deforming grids
作者:
Yoshiaki Abe
a
;
abe@flab.isas.jaxa.jp
;
Nobuyuki Iizuka
b
;
Taku Nonomura
c
;
Kozo Fujii
c
关键词:
Geometric conservation law
;
Volume conservation law
;
Body-fitted coordinates
;
Freestream
preservation
;
Vortex
preservation
;
Moving and deforming grid
刊名:Journal of Computational Physics
出版年:2013
6.
Upwind WENO scheme for Shallow Water Equations in contravariant formulation
作者:
F. Gallerano
;
francesco.gallerano@uniroma1.it
;
G. Cannata
giovanni.cannata@uniroma1.it
;
M. Tamburrino
marco.tamburrino@uniroma1.it
关键词:
2D Shallow Water Equations
;
Upwind WENO scheme
;
Contravariant formulation
;
Christoffel symbols
;
Freestream
preservation
刊名:Computers and Fluids
出版年:2012
7.
Freestream
and vortex
preservation
properties of high-order WENO and WCNS on curvilinear grids
作者:
Taku Nonomura
;
Nobuyuki Iizuka
;
Kozo Fujii
刊名:Computers and Fluids
出版年:2010
8.
High-order, finite-volume methods in mapped coordinates
作者:
P. Colella
a
;
1
;
pcolella@lbl.gov
;
M.R. Dorr
b
;
2
;
dorr1@llnl.gov
;
J.A.F. Hittinger
b
;
2
;
hittinger1@llnl.gov
;
D.F. Martin
a
;
1
;
dfmartin@llnl.gov
关键词:
Finite-volume method
;
High-order discretization
;
Mapped grids
;
Hyperbolic and elliptic partial differential equations
刊名:Journal of Computational Physics
出版年:2011
9.
On the Use of Higher-Order Finite-Difference Schemes on Curvilinear and Deforming Meshes
作者:
Visbal
;
Miguel R.
;
Gaitonde
;
Datta V.
关键词:
high-order methods
;
compact differences
;
curvilinear coordinates
刊名:Journal of Computational Physics
出版年:2002
1
按检索点细分(9)
题名(2)
关键词(6)
文摘(6)
按出版年细分(9)
2016年(2)
2015年(1)
2013年(1)
2012年(1)
2011年(1)
2010年(1)
2002年(1)
2000年及以前(1)
NGLC 2004-2010.National Geological Library of China All Rights Reserved.
Add:29 Xueyuan Rd,Haidian District,Beijing,PRC. Mail Add: 8324 mailbox 100083
For exchange or info please contact us via
email
.