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1
main.dvi
Unknown
method
methods
solution
equations
matrix
equation
linear
ù6
marching
eigenvalues
numerical
euler
error
boundary
erence
consider
implicit
step
accuracy
wø
eigenvectors
rst
ù:ø
analysis
4t1
explicit
approximation
convection
æz
steady
usion
factored
îuß
grid
stability
qv03
matrices
approach
volume
representative
split
sø
vector
nite
obtained
pde
systems
nonlinear
coupled
erencing
File:
PDF, 3.13 MB
Tag Anda:
0
/
0
2
Foundations of Computational Fluid Dynamics
University of Toronto
Harvard Lomax
,
Thomas H. Pulliam
method
methods
solution
equations
matrix
equation
linear
ù6
marching
eigenvalues
numerical
euler
error
boundary
erence
consider
implicit
step
accuracy
wø
eigenvectors
rst
ù:ø
analysis
4t1
explicit
approximation
convection
æz
steady
usion
factored
îuß
grid
stability
qv03
matrices
approach
volume
representative
split
sø
vector
nite
obtained
pde
systems
nonlinear
coupled
erencing
Tahun:
1999
Bahasa:
english
File:
PDF, 3.64 MB
Tag Anda:
0
/
4.5
english, 1999
3
Fundamentals of Computational Fluid Dynamics - Springer
Lomax H.
,
Pulliam T.H.
,
Zingg D.W.
,
(2001)
method
methods
solution
equations
matrix
equation
linear
ù6
marching
eigenvalues
numerical
euler
error
boundary
erence
consider
implicit
step
accuracy
wø
eigenvectors
rst
ù:ø
analysis
4t1
explicit
approximation
convection
æz
steady
usion
factored
îuß
grid
stability
qv03
matrices
approach
volume
representative
split
sø
vector
nite
obtained
pde
systems
nonlinear
coupled
erencing
File:
PDF, 2.95 MB
Tag Anda:
0
/
0
1
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