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HUGG
DOUAR WSMP
Commits
d45ee858
Commit
d45ee858
authored
15 years ago
by
Dave Whipp
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Removed dummy define_bc.f90
parent
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!------------------------------------------------------------------------------|
!------------------------------------------------------------------------------|
! |
! ||===\\ |
! || \\ |
! || || //==\\ || || //==|| ||/==\\ |
! || || || || || || || || || || |
! || // || || || || || || || |
! ||===// \\==// \\==\\ \\==\\ || |
! |
!------------------------------------------------------------------------------|
!------------------------------------------------------------------------------|
! |
! DEFINE_BC_TIBET Feb. 2009 |
! |
!------------------------------------------------------------------------------|
!------------------------------------------------------------------------------|
subroutine
define_bc
(
params
,
osolve
,
vo
,
zisodisp
)
!------------------------------------------------------------------------------|
!(((((((((((((((( Purpose of the routine )))))))))))))))))))))))))))))))))))))
!------------------------------------------------------------------------------|
! this routine assigns the boundary condition for the Tibet experiment
!------------------------------------------------------------------------------|
!(((((((((((((((( declaration of the subroutine arguments ))))))))))))))))))))
!------------------------------------------------------------------------------|
use
definitions
implicit
none
type
(
parameters
)
params
type
(
octreesolve
)
osolve
type
(
void
)
vo
double precision
zisodisp
(
2
**
params
%
levelmax_oct
+1
,
2
**
params
%
levelmax_oct
+1
)
!------------------------------------------------------------------------------|
!(((((((((((((((( declaration of the subroutine internal variables )))))))))))))
!------------------------------------------------------------------------------|
integer
i
,
iproc
,
nproc
,
ierr
double precision
eps
,
lsf0
,
pi
,
lorig
,
h
,
x1
,
x2
,
phi
,
spu
,
spv
,
yend
,
cper
,
cscl
,
xoffset
double precision
ystart
,
theta
,
xmax
,
ykink
,
l
,
vin
double precision
,
dimension
(:),
allocatable
::
x0
,
ldisp
integer
ie
,
ij
,
j
,
jp
logical
firstcall
!------------------------------------------------------------------------------|
!------------------------------------------------------------------------------|
INCLUDE
'mpif.h'
call
mpi_comm_size
(
mpi_comm_world
,
nproc
,
ierr
)
call
mpi_comm_rank
(
mpi_comm_world
,
iproc
,
ierr
)
eps
=
1.d-10
osolve
%
kfix
=
0
osolve
%
kfixt
=
0
pi
=
atan
(
1.d0
)
*
4.d0
l
=
0.15566d0
! Mantle thickness (initial depth of s-line)
ystart
=
0.2d0
! Length of straight indenter interface
ykink
=
0.3865d0
! Position at which to start subduction zone kink
yend
=
0.5d0
! End of indenter
theta
=
65.d0
! Subduction zone kink angle
theta
=
theta
/
180.d0
*
pi
phi
=
45.d0
! Subduction angle
phi
=
phi
/
180.d0
*
pi
xoffset
=
0.3d0
! S-line curve y-intercept
xmax
=
0.7d0
vin
=
1.d0
! Reference velocity
spu
=
0.d0
! x-velocity of s-point relative to incoming plate
spv
=
0.d0
! y-velocity of s-point relative to incoming plate
select
case
(
trim
(
params
%
infile
))
case
(
'input.txt'
,
'input.small.txt'
)
allocate
(
x0
(
osolve
%
nnode
))
do
i
=
1
,
osolve
%
nnode
if
(
osolve
%
y
(
i
)
.le.
ystart
)
then
x0
(
i
)
=
xoffset
else
if
(
osolve
%
y
(
i
)
.le.
ykink
)
then
x0
(
i
)
=
(
osolve
%
y
(
i
)
-
ystart
)
*
tan
(
theta
)
+
xoffset
else
x0
(
i
)
=
xmax
endif
enddo
if
(
params
%
isobc
)
then
allocate
(
ldisp
(
osolve
%
nnode
))
firstcall
=
.true.
call
define_isostasy_bc
(
params
,
osolve
,
vo
,
zisodisp
,
firstcall
,
l
,
x0
,
vin
,
spu
,&
! First call, to get depth of s-line
spv
,
ldisp
)
endif
do
i
=
1
,
osolve
%
nnode
if
(
params
%
isobc
)
l
=
ldisp
(
i
)
!x1=x0(i)-l*(1.d0-cos(phi))/sin(phi)
x1
=
x0
(
i
)
-
l
/
tan
(
phi
)
x2
=
x0
(
i
)
+
l
/
tan
(
phi
)
if
(
osolve
%
x
(
i
)
.lt.
eps
)
then
osolve
%
kfix
((
i
-1
)
*
3+1
)
=
1
;
osolve
%
u
(
i
)
=
0.d0
osolve
%
kfix
((
i
-1
)
*
3+2
)
=
1
;
osolve
%
v
(
i
)
=
0.d0
osolve
%
kfix
((
i
-1
)
*
3+3
)
=
1
;
osolve
%
w
(
i
)
=
0.d0
if
(
osolve
%
y
(
i
)
.le.
(
yend
+0.075d0
))
osolve
%
u
(
i
)
=
(
1.d0
-
sin
(
pi
*
(
osolve
%
y
(
i
)
+
(
yend
-0.075d0
))/
2.d0
)
**
100
)
endif
if
(
osolve
%
x
(
i
)
.gt.
1.d0
-
eps
)
then
osolve
%
kfix
((
i
-1
)
*
3+1
)
=
1
;
osolve
%
u
(
i
)
=
0.d0
! osolve%kfix((i-1)*3+2)=1 ; osolve%v(i)=0.d0
! osolve%kfix((i-1)*3+3)=1 ; osolve%w(i)=0.d0
endif
if
(
osolve
%
y
(
i
)
.lt.
eps
)
then
! osolve%kfix((i-1)*3+1)=1 ; osolve%u(i)=0.d0
osolve
%
kfix
((
i
-1
)
*
3+2
)
=
1
;
osolve
%
v
(
i
)
=
0.d0
! osolve%kfix((i-1)*3+3)=1 ; osolve%w(i)=0.d0
endif
if
(
osolve
%
y
(
i
)
.gt.
1.d0
-
eps
)
then
! osolve%kfix((i-1)*3+1)=1 ; osolve%u(i)=0.d0
osolve
%
kfix
((
i
-1
)
*
3+2
)
=
1
;
osolve
%
v
(
i
)
=
0.d0
! osolve%kfix((i-1)*3+3)=1 ; osolve%w(i)=0.d0
endif
if
(
osolve
%
z
(
i
)
.lt.
eps
)
then
osolve
%
kfix
((
i
-1
)
*
3+1
)
=
1
;
osolve
%
u
(
i
)
=
0.d0
osolve
%
kfix
((
i
-1
)
*
3+2
)
=
1
;
osolve
%
v
(
i
)
=
0.d0
osolve
%
kfix
((
i
-1
)
*
3+3
)
=
1
;
osolve
%
w
(
i
)
=
0.d0
if
((
osolve
%
x
(
i
)
-
x1
)
*
(
osolve
%
x
(
i
)
-
x2
)
.le.
0.d0
)
then
if
(
osolve
%
y
(
i
)
.le.
(
yend
+0.075d0
))
osolve
%
u
(
i
)
=
cos
(
phi
)
*
(
1.d0
-
sin
(
pi
*
(
osolve
%
y
(
i
)
+
(
yend
-0.075d0
))/
2.d0
)
**
100
)
if
(
osolve
%
y
(
i
)
.le.
(
yend
+0.075d0
))
osolve
%
w
(
i
)
=-
sin
(
phi
)
*
(
1.d0
-
sin
(
pi
*
(
osolve
%
y
(
i
)
+
(
yend
-0.075d0
))/
2.d0
)
**
100
)
elseif
(
osolve
%
x
(
i
)
.lt.
x1
)
then
if
(
osolve
%
y
(
i
)
.le.
(
yend
+0.075d0
))
osolve
%
u
(
i
)
=
(
1.d0
-
sin
(
pi
*
(
osolve
%
y
(
i
)
+
(
yend
-0.075d0
))/
2.d0
)
**
100
)
endif
osolve
%
kfixt
(
i
)
=
1
osolve
%
temp
(
i
)
=
1.d0
endif
if
(
osolve
%
z
(
i
)
.gt.
1.d0
-
eps
)
then
osolve
%
kfix
((
i
-1
)
*
3+1
)
=
1
;
osolve
%
u
(
i
)
=
0.d0
osolve
%
kfix
((
i
-1
)
*
3+2
)
=
1
;
osolve
%
v
(
i
)
=
0.d0
osolve
%
kfix
((
i
-1
)
*
3+3
)
=
1
;
osolve
%
w
(
i
)
=
0.d0
osolve
%
kfixt
(
i
)
=
1
osolve
%
temp
(
i
)
=
0.d0
endif
if
(
.not.
vo
%
influid
(
i
))
then
osolve
%
kfixt
(
i
)
=
1
osolve
%
temp
(
i
)
=
0.d0
endif
if
(
spu
.ne.
0.d0
)
then
! If x-comp of s-point velocity is non-zero then
osolve
%
u
(
i
)
=
osolve
%
u
(
i
)
-
spu
! subract s-point velocity from entire model domain
endif
! to keep that point stationary
if
(
spv
.ne.
0.d0
)
then
! Same condition as above in y-direction
osolve
%
v
(
i
)
=
osolve
%
v
(
i
)
-
spv
endif
enddo
if
(
params
%
isobc
)
then
firstcall
=
.false.
call
define_isostasy_bc
(
params
,
osolve
,
vo
,
zisodisp
,
firstcall
,
l
,
x0
,
vin
,
spu
,&
! Second call, to modify velocity B/Cs
spv
,
ldisp
)
endif
deallocate
(
x0
)
if
(
params
%
isobc
)
deallocate
(
ldisp
)
case
(
'input.jgr'
)
call
define_bc_jgr
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.sphere'
)
call
define_bc_sphere
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.3Dpunch'
)
call
define_bc_3Dpunch
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.2Dpunch'
)
call
define_bc_2Dpunch
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.2Dpunch_vert'
)
call
define_bc_2Dpunch_vert
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.folding'
)
call
define_bc_folding
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.pipo'
)
call
define_bc_pipo
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.ritske'
)
call
define_bc_ritske
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.ritske_isurf'
)
call
define_bc_ritske_isurf
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.subduction'
)
call
define_bc_subduction
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.riedel'
)
call
define_bc_riedel
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
(
'input.parallipipede'
)
call
define_bc_parallipipede
(
osolve
%
nnode
,
osolve
%
kfix
,
osolve
%
kfixt
,
osolve
%
x
,
osolve
%
y
,
osolve
%
z
,
osolve
%
u
,
osolve
%
v
,
osolve
%
w
,
osolve
%
temp
,
vo
)
case
default
if
(
iproc
.eq.
0
)
print
*
,
params
%
infile
call
stop_run
(
' pb with input file in define_bc.f90'
)
end
select
! here we need to impose that the bc satisfy the bad faces constrains
do
ie
=
1
,
osolve
%
nface
do
j
=
1
,
4
jp
=
1
+
mod
(
j
,
4
)
i
=
osolve
%
iface
(
j
+4
,
ie
)
if
(
osolve
%
kfix
((
i
-1
)
*
3+1
)
.eq.
1
)
osolve
%
u
(
i
)
=
(
osolve
%
u
(
osolve
%
iface
(
j
,
ie
))
+
osolve
%
u
(
osolve
%
iface
(
jp
,
ie
)))/
2.d0
if
(
osolve
%
kfix
((
i
-1
)
*
3+2
)
.eq.
1
)
osolve
%
v
(
i
)
=
(
osolve
%
v
(
osolve
%
iface
(
j
,
ie
))
+
osolve
%
v
(
osolve
%
iface
(
jp
,
ie
)))/
2.d0
if
(
osolve
%
kfix
((
i
-1
)
*
3+3
)
.eq.
1
)
osolve
%
w
(
i
)
=
(
osolve
%
w
(
osolve
%
iface
(
j
,
ie
))
+
osolve
%
w
(
osolve
%
iface
(
jp
,
ie
)))/
2.d0
if
(
osolve
%
kfixt
(
i
)
.eq.
1
)
osolve
%
temp
(
i
)
=
(
osolve
%
temp
(
osolve
%
iface
(
j
,
ie
))
+
osolve
%
temp
(
osolve
%
iface
(
jp
,
ie
)))/
2.d0
enddo
i
=
osolve
%
iface
(
9
,
ie
)
if
(
osolve
%
kfix
((
i
-1
)
*
3+1
)
.eq.
1
)
osolve
%
u
(
i
)
=
sum
(
osolve
%
u
(
osolve
%
iface
(
1
:
4
,
ie
)))/
4.d0
if
(
osolve
%
kfix
((
i
-1
)
*
3+2
)
.eq.
1
)
osolve
%
v
(
i
)
=
sum
(
osolve
%
v
(
osolve
%
iface
(
1
:
4
,
ie
)))/
4.d0
if
(
osolve
%
kfix
((
i
-1
)
*
3+3
)
.eq.
1
)
osolve
%
w
(
i
)
=
sum
(
osolve
%
w
(
osolve
%
iface
(
1
:
4
,
ie
)))/
4.d0
if
(
osolve
%
kfixt
(
i
)
.eq.
1
)
osolve
%
temp
(
i
)
=
sum
(
osolve
%
temp
(
osolve
%
iface
(
1
:
4
,
ie
)))/
4.d0
enddo
if
(
params
%
debug
==
2
)
call
output_bc
(
osolve
)
return
end
!------------------------------------------------------------------------------|
!------------------------------------------------------------------------------|
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