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	题名	作者	年代	出处	被引量
1	Turbulence modeling in nonlinear framesof reference显示文摘	Speziale C G	1989	Theor Comp Fluid Dyn1989，1，：	1
2	Comparison of finite-volume numerical methods with staggered and collocated grids显示文摘	Peric M Kessler R Scheuerer G	1988	Comp Fluids1988，16，：	1
3	A new version of detached-eddy simulation, resistant to ambiguous grid densities显示文摘	SPALART P R DECK S SHUR M L	2006	Theor Comp Fluid Dyn2006，20，3：	1
4	Direct simulation of fluid particle motions显示文摘	Hu H H Joseph D D Crochet M J 1992	1992	Theor Comp Fluid Dyn1992，3，：	1
5	Dispersion coneIitions for non-oscillatory shock capturing schemes and its applications显示文摘	JIANG Z L TAKAYAMA K CHEN Y S	1995	Comp Fluid Dynamics Journal1995，，4：	1
6	The numerical optimization computation of fluid/electromagnetic fields显示文摘	Zhu Z Q Islam Z Zhu Y K	1998	Comp Fluid Dyn J1998，7，2：	1
7	Dispersion conditions for non-oscillatory shock capturing schemes and its applications显示文摘	Jiang Zonglin Takayama K Chen Y S	1995	Comp Fluid Dynamics Journal1995，4，2：	1
8	A new k-ε eddy viscosity model for high Reynolds number turbulent flows显示文摘	SHIH T H LIU W W SHABBIR A	1995	Comp Fluids1995，24，3：	1
9	A finite volume method to solve the 3D Navier Stokes equations on unstructured collocated meshes显示文摘	PERRON S BOIVIN S HERARD J	2004	Comp & Fluid2004，33，：	1
10	Dispersion conditions for non-oscillatory shock capturing schemes and its applications显示文摘	Jiang Z L Takayama K Chen Y S	1995	Comp Fluid Dynamics Journal1995，，4：	1
11	, Application ofFDM and FEM in solving the simultaneous heat and mass transfer inside bread during baking显示文摘	Zhou w	2005	Int J Comp Fluid Dynamics2005，19，：	1
12	Subgrid-scale models for compressible large-eddy simulations显示文摘	Martin M P Piomelli U Gandler G V	1999	Theor Comp Fluid Dyn1999，13，5：	1
13	Dispersion conditions for non-oscillatory shock capturing schemes and its applications 显示文摘	JIANG Z L TAKAYAMA K CHEN Y S	1995	Comp Fluid Dynamics J1995，2，4：	1
14	Numerical Simulation of airflow and particle collection by vegetative barriers显示文摘	GUO L MAGHIRANG R G	2012	Eng Appl Comp Fluid Mechanics2012，5，1：	1
15	A New k-ε Eddy Viscosity Model for High Reynolds Number Turbulent Flows显示文摘	Shih T H Liou W W Shabbir A	1995	Comp Fluids1995，24，：	1
16	Numeri- cal simulation of the flow field in a model of the nasal cavity 显示文摘	HORSCHLER I MEINKE M SCHROEDERAL K	2003	Comp Fluids2003，32，1：	1
17	Turbulent flow in a 90° pipe junction part Ⅰ:Decay of fluctuations upstream the flow bifurcation显示文摘	Sierra-Espinosa Z Bates C J O' Doherty T	2000	Comp & Fluids2000，29，2：	1
18	A numerical solution of the Navier-Stokes equations using the finite element technique显示文摘	HOOD P TAYLOR C	1973	Comp and Fluids1973，1，：	1
19	A particle method for incompressible viscous flow with fluid fragmentation 显示文摘	KOSHIZUKA S TAMAKO H OKAY	1995	J Comp Fluid Dynamics1995，29，4：	1
20	High order discontinuity decomposition entropy condition schemes for Euler equations显示文摘	Dong H T Zhang L D Li C X	2002	Comp Fluid Dynamics J2002，10，4：	1

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