!copyright (C) 2001 MSC-RPN COMM %%%RPNPHY%%%
***S/R MTHTAW - CALCULE TW OU THETAW
*
#include "phy_macros_f.h"
SUBROUTINE MTHTAW(TW,HU,TX,PX,LNPS,MODP,SWTT,,2
$ SWPH,SWTH,NI,NK,N)
*
#include "impnone.cdk"
*
INTEGER NI, NK, N, MODP
REAL TW(NI,NK), HU(NI,NK), TX(NI,NK)
REAL PX(NK), LNPS(NI,*)
REAL TEMP1
LOGICAL SWTT, SWPH, SWTH
*
*Author
* N. Brunet (Jan91)
*
*Revision
* 001 B. Bilodeau (August 1991)- Adaptation to UNIX
* 002 N. Brunet (May 1994) - change to l2ocprv in order to
* obtain results closer to those of tephigram
* 003 B. Bilodeau (Jan 2001) - Automatic arrays
* 004 M. Lepine (March 2003) - CVMG... Replacements
*
*Object
* to calculate TW or THETAW (according to the value SWTT)
* from specific humidity, temperature and pressure
*
*Arguments
*
* - Output -
* TW TW or THETAW in Kelvins
*
* - Input -
* HU specific humidity in kg/kg
* TX temperature or virtual temperature in Kelvins
* PX see MODP
* LNPS see MODP
* MODP pressure mode (SI units only):
* =0; pressure level in PX
* =1; sigma level in PX and PS(surface pressure) in LNPS
* =2; sigma level in PX and logarithm of sigma level in
* LNPS
* =3; all points of pressure in LNPS(NI,*) in Pascals
* =4; sigma level in PX and logarithm of sigma level in
* LNPS(in millibars unless using SI units)
* =5; logarithm of pressure level in PX(in millibars unless
* using SI units)
* SWTT .TRUE. to pass TT for argument
* .FALSE. to pass TV for argument
* SWPH .TRUE. to consider water and ice phase
* .FALSE. to consider water phase only
* SWTH .TRUE. to calculate THETAW
* .FALSE. to calculate TW
* NI horizontal dimension
* NK vertical dimension
* N number of treated points
*
*IMPLICITES
#include "consphy.cdk"
*
*MODULES
EXTERNAL INCTPHY
*
**
*--------------------------------------------------------------------
*
************************************************************************
* AUTOMATIC ARRAYS
************************************************************************
*
AUTOMATIC ( PN , REAL , (N))
*
************************************************************************
*
REAL Q1, DQ1, Q0, TH, H, FT0, DFT0, PRN
REAL DLP, D, L2OCPRV, QP, FAC
INTEGER ITER, I, K, NN, J
*
#include "dintern.cdk"
#include "fintern.cdk"
*--------------------------------------------------------------------
#include "initcph.cdk"
*
L2OCPRV = 1.35E+07
*
DO 10 K=1,NK
*
#include "modpr2.cdk"
IF(SWTT)THEN
DO 100 I=1,N
TW(I,K) = TX(I,K)
100 CONTINUE
ELSE
DO 105 I=1,N
TW(I,K) = FOTTV(TX(I,K),HU(I,K))
105 CONTINUE
END IF
*
*
*
DO 200 I=1,N
*
* ON TROUVE 'TW' EN SOLUTIONNANT PAR METHODE
* DE NEWTON DU 1ER ORDRE AVEC 4 ITERATIONS.
*
Q0 = HU(I,K)
*
DO 300 ITER=1,4
H = HTVOCP(TW(I,K))
TEMP1 = PN(I)
IF(SWPH)THEN
Q1 = FOQST(TW(I,K),TEMP1)
DQ1 = FODQS(Q1,TW(I,K))
ELSE
Q1 = FOQSA(TW(I,K),TEMP1)
DQ1 = FODQA(Q1,TW(I,K))
END IF
FT0 = -H*(Q1 - Q0)
DFT0 = -1.0 -(H*DQ1)
TW(I,K) = TW(I,K) - FT0/DFT0
Q0 = Q0 + FT0/(DFT0*H)
300 CONTINUE
*
IF(SWTH)THEN
*
* ON TROUVE THETAW EN UTILISANT LA PENTE DE L'ADIABATIQUE
* MOUILLEE ET EN FAISANT LES CALCULS PAR TRANCHE DE
* 1000 PA ('DLP') EN PASSANT DE 'PN' A 100000.
*
IF(PN(I).NE.100000.)THEN
DLP = 1000.
D = 100000. - PN(I)
NN = INT(ABS(D/DLP))
IF(D.LT.0.)DLP = -DLP
D = D - FLOAT(NN)*DLP
IF(D.NE.0.)THEN
NN = NN + 1
ELSE
D = DLP
END IF
*
PRN = PN(I)
TH = TW(I,K)
*
DO 400 J=1,NN
QP = D/PRN
Q1 = FOQST(TH,PRN)
IF(.NOT.SWPH)Q1 = FOQSA(TH,PRN)
H = HTVOCP(TH)
FAC = (CAPPA + (H*Q1/TH))/(1. +
+ L2OCPRV*Q1/(TH*TH))
TH = TH*(1. + QP*FAC)
*
PRN = PRN + D
IF(J.EQ.1)D = DLP
400 CONTINUE
*
TW(I,K) = TH
*
END IF
*
END IF
200 CONTINUE
*
10 CONTINUE
*
*
CONTAINS
#include "flatscp.cdk"
END