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在“
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”中,
命中:
8,867
条,耗时:0.0479766 秒
在所有数据库中总计命中:
13,033
条
1.
Explicitly self-similar solutions for the Euler/Navier-
Stokes
-Korteweg
equation
s in
作者:
Yang Chen
a
;
yayangchen@umac.mo
;
Engui Fan
b
;
faneg@fudan.edu.cn
;
Manwai Yuen
c
;
nevetsyuen@hotmail.com
关键词:
Euler/Navier&ndash
;
Stokes
&ndash
;
Korteweg
equation
s
;
Variable separation
;
Analytical self-similar solutions
刊名:Applied Mathematics Letters
出版年:2017
2.
A port-Hamiltonian formulation of the Navier-
Stokes
equation
s for reactive flows
作者:
R. Altmann
raltmann@math.tu-berlin.de
;
P. Schulze
;
pschulze@math.tu-berlin.de
关键词:
Reactive flow
;
Port-Hamiltonian formulation
;
Navier&ndash
;
Stokes
equation
s
;
Hamiltonian formulation
;
Energy-Based modeling
刊名:Systems & Control Letters
出版年:2017
3.
A family of fourth-order entropy stable nonoscillatory spectral collocation schemes for the 1-D Navier-
Stokes
equation
s
作者:
Nail K. Yamaleev
a
;
nyamalee@odu.edu
;
Mark H. Carpenter
b
关键词:
Summation-by-parts (SBP) operators
;
Entropy stability
;
Spectral collocation methods
;
Weighted essentially nonoscillatory (WENO) schemes
;
The Navier&ndash
;
Stokes
equation
s
刊名:Journal of Computational Physics
出版年:2017
4.
Global existence result for chemotaxis Navier-
Stokes
equation
s in the critical Besov spaces
作者:
Hi Jun Choe
;
Bataa Lkhagvasuren
;
bat120@gmail.com" class="auth_mail" title="E-mail the corresponding author
关键词:
Wellposedness
;
Keller&ndash
;
Segel model
;
Incompressible Navier&ndash
;
Stokes
equation
s
;
Critical Besov spaces
刊名:Journal of Mathematical Analysis and Applications
出版年:2017
5.
Non-stationary creeping flows for incompressible 3D Navier-
Stokes
equation
s
作者:
Sergey V. Ershkov
sergej-ershkov@yandex.ru
关键词:
Navier&ndash
;
Stokes
equation
s
;
Non-stationary creeping flow
;
Riccati ODE
刊名:European Journal of Mechanics - B/Fluids
出版年:2017
6.
An integral
equation
formulation for rigid bodies in
Stokes
flow in three dimensions
作者:
Eduardo Corona
a
;
Leslie Greengard
b
;
Manas Rachh
b
;
Shravan Veerapaneni
a
;
shravan@umich.edu
关键词:
Integral
equation
methods
;
Stokes
flow
;
Particulate flow
;
Fast algorithms
刊名:Journal of Computational Physics
出版年:2017
7.
Error transport
equation
boundary conditions for the Euler and Navier-
Stokes
equation
s
作者:
Tyrone S. Phillips
a
;
tphilli6@gmail.com
;
Joseph M. Derlaga
a
;
Christopher J. Roy
a
;
Jeff Borggaard
b
关键词:
Discretization error estimation
;
Truncation error estimation
;
Error transport
equation
s
刊名:Journal of Computational Physics
出版年:2017
8.
Higher-order synchronization for a data assimilation algorithm for the 2D Navier-
Stokes
equation
s
作者:
Animikh Biswas
a
;
abiswas@umbc.edu
;
Vincent R. Martinez
b
;
vmartin6@tulane.edu
关键词:
2D Navier&ndash
;
Stokes
equation
s
;
Higher-order synchronization
;
Data assimilation
;
Nudging scheme
刊名:Nonlinear Analysis: Real World Applications
出版年:2017
9.
A generalized traction integral
equation
for
Stokes
flow, with applications to near-wall particle mobility and viscous erosion
作者:
William H. Mitchell
whmitchell@math.wisc.edu
;
Saverio E. Spagnolie
;
spagnolie@math.wisc.edu
关键词:
Stokes
flow
;
Boundary integral
equation
s
;
Surface tractions
;
Mobility
;
Sedimentation
;
Viscous erosion
刊名:Journal of Computational Physics
出版年:2017
10.
Regularity criteria for the Navier-
Stokes
equation
s based on one component of velocity
作者:
Zhengguang Guo
a
;
gzgmath@wzu.edu.cn
;
Matteo Caggio
b
;
caggio@kma.zcu.cz
;
Zdeněk Skalá
;
k
c
;
zdenek.skalak@cvut.cz
关键词:
Navier&ndash
;
Stokes
equation
s
;
Regularity of solutions
;
Regularity criteria
;
Anisotropic Lebesgue spaces
刊名:Nonlinear Analysis: Real World Applications
出版年:2017
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