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Commit 4832a3ac authored by Guillaume S's avatar Guillaume S
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add missing _wp to geo2ocean.F90

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src/OCE/SBC/geo2ocean.F90
+ 41
− 41
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......@@ -163,71 +163,71 @@ CONTAINS
!
zlam = plamt(ji,jj) ! north pole direction & modulous (at t-point)
zphi = pphit(ji,jj)
zxnpt = 0. - 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zynpt = 0. - 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zxnpt = 0._wp- 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
zynpt = 0._wp- 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
znnpt = zxnpt*zxnpt + zynpt*zynpt
!
zlam = plamu(ji,jj) ! north pole direction & modulous (at u-point)
zphi = pphiu(ji,jj)
zxnpu = 0. - 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zynpu = 0. - 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zxnpu = 0._wp- 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
zynpu = 0._wp- 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
znnpu = zxnpu*zxnpu + zynpu*zynpu
!
zlam = plamv(ji,jj) ! north pole direction & modulous (at v-point)
zphi = pphiv(ji,jj)
zxnpv = 0. - 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zynpv = 0. - 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zxnpv = 0._wp- 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
zynpv = 0._wp- 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
znnpv = zxnpv*zxnpv + zynpv*zynpv
!
zlam = plamf(ji,jj) ! north pole direction & modulous (at f-point)
zphi = pphif(ji,jj)
zxnpf = 0. - 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zynpf = 0. - 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. )
zxnpf = 0._wp- 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
zynpf = 0._wp- 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp)
znnpf = zxnpf*zxnpf + zynpf*zynpf
!
zlam = plamv(ji,jj ) ! j-direction: v-point segment direction (around t-point)
zphi = pphiv(ji,jj )
zlan = plamv(ji,jj-1)
zphh = pphiv(ji,jj-1)
zxvvt = 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * COS( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zyvvt = 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * SIN( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zxvvt = 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* COS( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
zyvvt = 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* SIN( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
znvvt = SQRT( znnpt * ( zxvvt*zxvvt + zyvvt*zyvvt ) )
znvvt = MAX( znvvt, 1.e-14 )
znvvt = MAX( znvvt, 1.e-14_wp )
!
zlam = plamf(ji,jj ) ! j-direction: f-point segment direction (around u-point)
zphi = pphif(ji,jj )
zlan = plamf(ji,jj-1)
zphh = pphif(ji,jj-1)
zxffu = 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * COS( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zyffu = 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * SIN( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zxffu = 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* COS( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
zyffu = 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* SIN( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
znffu = SQRT( znnpu * ( zxffu*zxffu + zyffu*zyffu ) )
znffu = MAX( znffu, 1.e-14 )
znffu = MAX( znffu, 1.e-14_wp )
!
zlam = plamf(ji ,jj) ! i-direction: f-point segment direction (around v-point)
zphi = pphif(ji ,jj)
zlan = plamf(ji-1,jj)
zphh = pphif(ji-1,jj)
zxffv = 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * COS( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zyffv = 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * SIN( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zxffv = 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* COS( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
zyffv = 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* SIN( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
znffv = SQRT( znnpv * ( zxffv*zxffv + zyffv*zyffv ) )
znffv = MAX( znffv, 1.e-14 )
znffv = MAX( znffv, 1.e-14_wp )
!
zlam = plamu(ji,jj+1) ! j-direction: u-point segment direction (around f-point)
zphi = pphiu(ji,jj+1)
zlan = plamu(ji,jj )
zphh = pphiu(ji,jj )
zxuuf = 2. * COS( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * COS( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zyuuf = 2. * SIN( rad*zlam ) * TAN( rpi/4. - rad*zphi/2. ) &
& - 2. * SIN( rad*zlan ) * TAN( rpi/4. - rad*zphh/2. )
zxuuf = 2._wp* COS( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* COS( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
zyuuf = 2._wp* SIN( rad*zlam ) * TAN( rpi/4._wp- rad*zphi/2._wp) &
& - 2._wp* SIN( rad*zlan ) * TAN( rpi/4._wp- rad*zphh/2._wp)
znuuf = SQRT( znnpf * ( zxuuf*zxuuf + zyuuf*zyuuf ) )
znuuf = MAX( znuuf, 1.e-14 )
znuuf = MAX( znuuf, 1.e-14_wp )
!
! ! cosinus and sinus using dot and cross products
gsint(ji,jj) = ( zxnpt*zyvvt - zynpt*zxvvt ) / znvvt
......@@ -249,21 +249,21 @@ CONTAINS
! =============== !
DO_2D( 0, 1, 0, 0 )
IF( MOD( ABS( plamv(ji,jj) - plamv(ji,jj-1) ), 360. ) < 1.e-8 ) THEN
gsint(ji,jj) = 0.
gcost(ji,jj) = 1.
IF( MOD( ABS( plamv(ji,jj) - plamv(ji,jj-1) ), 360._wp) < 1.e-8_wp ) THEN
gsint(ji,jj) = 0._wp
gcost(ji,jj) = 1._wp
ENDIF
IF( MOD( ABS( plamf(ji,jj) - plamf(ji,jj-1) ), 360. ) < 1.e-8 ) THEN
gsinu(ji,jj) = 0.
gcosu(ji,jj) = 1.
IF( MOD( ABS( plamf(ji,jj) - plamf(ji,jj-1) ), 360._wp) < 1.e-8_wp ) THEN
gsinu(ji,jj) = 0._wp
gcosu(ji,jj) = 1._wp
ENDIF
IF( ABS( pphif(ji,jj) - pphif(ji-1,jj) ) < 1.e-8 ) THEN
gsinv(ji,jj) = 0.
IF( ABS( pphif(ji,jj) - pphif(ji-1,jj) ) < 1.e-8_wp ) THEN
gsinv(ji,jj) = 0._wp
gcosv(ji,jj) = 1.
ENDIF
IF( MOD( ABS( plamu(ji,jj) - plamu(ji,jj+1) ), 360. ) < 1.e-8 ) THEN
gsinf(ji,jj) = 0.
gcosf(ji,jj) = 1.
IF( MOD( ABS( plamu(ji,jj) - plamu(ji,jj+1) ), 360._wp) < 1.e-8_wp ) THEN
gsinf(ji,jj) = 0._wp
gcosf(ji,jj) = 1._wp
ENDIF
END_2D
......@@ -367,8 +367,8 @@ CONTAINS
CHARACTER(len=1) , INTENT( IN ) :: cgrid
REAL(wp), DIMENSION(jpi,jpj), INTENT( OUT ) :: pxx , pyy , pzz
!!
REAL(wp), PARAMETER :: rpi = 3.141592653E0
REAL(wp), PARAMETER :: rad = rpi / 180.e0
REAL(wp), PARAMETER :: rpi = 3.141592653e0_wp
REAL(wp), PARAMETER :: rad = rpi / 180.e0_wp
INTEGER :: ig !
INTEGER :: ierr ! local integer
!!----------------------------------------------------------------------
......
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