Civil Engineering Reference
In-Depth Information
storkm pp
distributed stored element stiffness matrices
stress vector
stress
temp pp
distributed intermediate vector
distributed stresses
tensor pp
distributed total displacements
totd pp
distributed
{
U
}
in product
{
U
}+
[
A
]
{
V
}
ua pp
gather-scatter matrix
utemp pp
x
-velocity
uvel
distributed pcg vector
u pp
prescribed load/displacement values
val
y
-velocity
vvel
values of fixed freedoms
val f
distributed
{
V
}
in product
{
U
}+
[
A
]
{
V
}
va pp
vdiag pp
distributed diagonal vector
vol
array for volumetric strain
volf
array for fluid volumetric strain
vu pp
distributed intermediate vector
v store pp
distributed stored Lanczos vectors
weights
weighting coefficients
z
-velocity
wvel
w1
pp
intermediate array
x
local array
xnew pp
distributed pcg vector
x0 pp
distributed old displacement vector
x1 pp
distributed new displacement vector
distributed previous x vector
x old pp
distributed pcg vector
x pp
distributed
y
vector
y pp
distributed y1 vector
y1 pp
intermediate array
z pp
References
HSL 2002
A Collection of Fortran Codes for Large-scale Scientific Computation
.See
http://
www.cse.clrc.ac.uk/nag/hsl/
.
Margetts L 2002
Parallel Finite Element Analysis
. PhD thesis, University of Manchester, U.K.
Pettipher MA and Smith IM 1997 The development of an MPP implementation of a suite of finite
element codes.
High-Performance Computing and Networking: Lecture Notes in Computer Science
.
Springer-Verlag, Berlin, pp. 1225:400-409.
Smith IM 2000 A general purpose system for finite element analyses in parallel.
Eng Comput
17
(1),
75-91.
Smith IM and Margetts L 2003 Portable parallel processing for nonlinear problems.
Proc COMPLAS
2003
, Barcelona.
Smith IM and Wang A 1998 Analysis of piled rafts.
Int J Numer Anal Methods Geomech
22
(10),
777-790.
