! ! $Header$ ! SUBROUTINE covnat_p(klevel,ucov, vcov, unat, vnat ) USE parallel_lmdz IMPLICIT NONE c======================================================================= c c Auteur: F Hourdin Phu LeVan c ------- c c Objet: c ------ c c ********************************************************************* c calcul des compos. naturelles a partir des comp.covariantes c ******************************************************************** c c======================================================================= !----------------------------------------------------------------------- ! INCLUDE 'dimensions.h' ! ! dimensions.h contient les dimensions du modele ! ndm est tel que iim=2**ndm !----------------------------------------------------------------------- INTEGER iim,jjm,llm,ndm PARAMETER (iim= 128,jjm=96,llm=64,ndm=1) !----------------------------------------------------------------------- ! ! $Header$ ! ! ! ATTENTION!!!!: ce fichier include est compatible format fixe/format libre ! veillez n'utiliser que des ! pour les commentaires ! et bien positionner les & des lignes de continuation ! (les placer en colonne 6 et en colonne 73) ! ! !----------------------------------------------------------------------- ! INCLUDE 'paramet.h' INTEGER iip1,iip2,iip3,jjp1,llmp1,llmp2,llmm1 INTEGER kftd,ip1jm,ip1jmp1,ip1jmi1,ijp1llm INTEGER ijmllm,mvar INTEGER jcfil,jcfllm PARAMETER( iip1= iim+1,iip2=iim+2,iip3=iim+3 & & ,jjp1=jjm+1-1/jjm) PARAMETER( llmp1 = llm+1, llmp2 = llm+2, llmm1 = llm-1 ) PARAMETER( kftd = iim/2 -ndm ) PARAMETER( ip1jm = iip1*jjm, ip1jmp1= iip1*jjp1 ) PARAMETER( ip1jmi1= ip1jm - iip1 ) PARAMETER( ijp1llm= ip1jmp1 * llm, ijmllm= ip1jm * llm ) PARAMETER( mvar= ip1jmp1*( 2*llm+1) + ijmllm ) PARAMETER( jcfil=jjm/2+5, jcfllm=jcfil*llm ) !----------------------------------------------------------------------- ! ! $Header$ ! !CDK comgeom COMMON/comgeom/ & & cu(ip1jmp1),cv(ip1jm),unscu2(ip1jmp1),unscv2(ip1jm), & & aire(ip1jmp1),airesurg(ip1jmp1),aireu(ip1jmp1), & & airev(ip1jm),unsaire(ip1jmp1),apoln,apols, & & unsairez(ip1jm),airuscv2(ip1jm),airvscu2(ip1jm), & & aireij1(ip1jmp1),aireij2(ip1jmp1),aireij3(ip1jmp1), & & aireij4(ip1jmp1),alpha1(ip1jmp1),alpha2(ip1jmp1), & & alpha3(ip1jmp1),alpha4(ip1jmp1),alpha1p2(ip1jmp1), & & alpha1p4(ip1jmp1),alpha2p3(ip1jmp1),alpha3p4(ip1jmp1), & & fext(ip1jm),constang(ip1jmp1),rlatu(jjp1),rlatv(jjm), & & rlonu(iip1),rlonv(iip1),cuvsurcv(ip1jm),cvsurcuv(ip1jm), & & cvusurcu(ip1jmp1),cusurcvu(ip1jmp1),cuvscvgam1(ip1jm), & & cuvscvgam2(ip1jm),cvuscugam1(ip1jmp1), & & cvuscugam2(ip1jmp1),cvscuvgam(ip1jm),cuscvugam(ip1jmp1), & & unsapolnga1,unsapolnga2,unsapolsga1,unsapolsga2, & & unsair_gam1(ip1jmp1),unsair_gam2(ip1jmp1),unsairz_gam(ip1jm), & & aivscu2gam(ip1jm),aiuscv2gam(ip1jm),xprimu(iip1),xprimv(iip1) ! REAL & & cu,cv,unscu2,unscv2,aire,airesurg,aireu,airev,unsaire,apoln ,& & apols,unsairez,airuscv2,airvscu2,aireij1,aireij2,aireij3,aireij4,& & alpha1,alpha2,alpha3,alpha4,alpha1p2,alpha1p4,alpha2p3,alpha3p4 ,& & fext,constang,rlatu,rlatv,rlonu,rlonv,cuvscvgam1,cuvscvgam2 ,& & cvuscugam1,cvuscugam2,cvscuvgam,cuscvugam,unsapolnga1,unsapolnga2& & ,unsapolsga1,unsapolsga2,unsair_gam1,unsair_gam2,unsairz_gam ,& & aivscu2gam ,aiuscv2gam,cuvsurcv,cvsurcuv,cvusurcu,cusurcvu,xprimu& & , xprimv ! INTEGER klevel REAL ucov( ip1jmp1,klevel ), vcov( ip1jm,klevel ) REAL unat( ip1jmp1,klevel ), vnat( ip1jm,klevel ) INTEGER l,ij INTEGER :: ijb,ije ijb=ij_begin ije=ij_end if (pole_nord) then DO l = 1,klevel DO ij = 1, iip1 unat (ij,l) =0. END DO ENDDO endif if (pole_sud) then DO l = 1,klevel DO ij = ip1jm+1, ip1jmp1 unat (ij,l) =0. END DO ENDDO endif ijb=ij_begin ije=ij_end if (pole_nord) ijb=ij_begin+iip1 if (pole_sud) ije=ij_end-iip1 DO l = 1,klevel DO ij = ijb, ije unat( ij,l ) = ucov( ij,l ) / cu(ij) ENDDO END DO ijb=ij_begin-iip1 ije=ij_end if (pole_nord) ijb=ij_begin if (pole_sud) ije=ij_end-iip1 DO l = 1,klevel DO ij = ijb,ije vnat( ij,l ) = vcov( ij,l ) / cv(ij) ENDDO ENDDO RETURN END