@@ -118,10 +118,9 @@ SUBROUTINE rdymos(Sa,Su,Rjud,Dafr,Gsti,Te,Ad,Wmol,Rhod)
118118!
119119 IMPLICIT NONE
120120
121- real (dp) Ad , dafl , Dafr , Gsti , outr , Rhod , rjfl , Rjud , Sa , sd , sf , Su , tauo , Te , Wmol
122- INTEGER int , nd
123- DIMENSION Sa(3 ) , Su(2 ) , Te(2 ) , Ad(6 )
124- DIMENSION sf(3 ) , sd(15 )
121+ real (dp) :: Ad(6 ) , dafl , Dafr , Gsti , outr , Rhod , rjfl , Rjud , &
122+ Sa(3 ) , sd(15 ) , sf(3 ) , Su(2 ) , tauo , Te(2 ) , Wmol
123+ INTEGER :: int , nd
125124!
126125!- -----
127126!
@@ -138,9 +137,9 @@ SUBROUTINE rdymos(Sa,Su,Rjud,Dafr,Gsti,Te,Ad,Wmol,Rhod)
138137
139138 CALL soflud(rjfl,dafl,sd,outr)
140139
141- IF ( outr/= 0 . ) THEN
140+ IF ( outr/= 0.0_dp ) THEN
142141 WRITE (6 ,* ) ' ERROR IN ROUTINE JDYMOS: OUTR = ' , int (outr)
143- STOP
142+ error stop
144143 ENDIF
145144
146145 tauo = 6.696_dp
@@ -214,11 +213,9 @@ SUBROUTINE rsmods(Altu,Rjud,Dafr,Te,Al,Wmol,Rhod)
214213!
215214 IMPLICIT NONE
216215
217- real (dp) Al , Altu , Dafr , outr , Rhod , &
218- Rjud , sd , sf , Te , vari , Wmol
219- INTEGER int
220- DIMENSION Te(2 ) , Al(6 )
221- DIMENSION sf(3 ) , sd(15 )
216+ real (dp) :: Al(6 ) , Altu , Dafr , outr , Rhod , &
217+ Rjud , sd(15 ) , sf(3 ) , Te(2 ) , vari , Wmol
218+ INTEGER :: int
222219!
223220!- -----
224221!
@@ -325,14 +322,8 @@ SUBROUTINE rsdamo(Sa,Su,Sf,Rjud,Dafr,Gsti,Te,Ad,Wmol,Rhod)
325322!
326323 IMPLICIT NONE
327324
328- real (dp) Ad , al , amjd , Dafr , Gsti , Rhod , Rjud , Sa , Sf , Su , Te , Wmol
329-
330- DIMENSION Sa(3 ) , Su(2 ) , Sf(3 ) , Te(2 ) , Ad(6 )
331- DIMENSION al(6 )
332-
333- !
334- !- -----
335- !
325+ real (dp) :: Ad(6 ) , al(6 ) , amjd , Dafr , Gsti , Rhod , &
326+ Rjud , Sa(3 ) , Sf(3 ) , Su(2 ) , Te(2 ) , Wmol
336327
337328 amjd = Rjud + 33282.0_dp + Dafr/ 86400.0_dp
338329
@@ -604,25 +595,25 @@ SUBROUTINE dyjrmo(Djm,Sun,Sat,Geo,Temp,Dn,Amw,Dens)
604595! 377,1971
605596!
606597! AUTHOR : HELIO KOITI KUGA - JUNE 1985 -INPE-DMC/DDO
607- !
608- ! DIMENSION ARRAY'S, VARIABLES AND CONSTANTS
609- !
598+
610599 IMPLICIT NONE
611600
612- real (dp) abs , Amw , capphi , cos , d1 , d2 , d3 , d4 , d5 , d6 , Dens , df , Djm , dlhe , dlr , dlr20 , dlrgm , dlrsa , &
613- dlrsl
614- real (dp) Dn , dtg , dtg18 , dtg20 , eta , expkp , f , fdfz , fs , fsm , gdft , Geo , h , pk , s , Sat
615- real (dp) sat1 , sat2 , sat3 , sign , sin , sumn , sumnm , Sun , sun1 , sun2 , tanh , tau , Temp , theta , tinf , tsubc , tsubl , &
616- tz
617- INTEGER mod
618- DIMENSION Sun(2 ) , Sat(3 ) , Geo(3 ) , Temp(2 ) , Dn(6 )
601+ real (dp) :: abs , Amw , capphi , cos , d1 , d2 , d3 , d4 , d5 , d6 , Dens , df , &
602+ Djm , dlhe , dlr , dlr20 , dlrgm , dlrsa , dlrsl , Dn(6 ) , dtg , dtg18 , &
603+ dtg20 , eta , expkp , f , fdfz , fs , fsm , gdft , Geo(3 ) , h , pk , s , Sat(3 ) , &
604+ sat1 , sat2 , sat3 , sign , sin , sumn , sumnm , Sun(2 ) , sun1 , sun2 , tanh , &
605+ tau , Temp(2 ) , theta , tinf , tsubc , tsubl , tz
619606
620607 real (dp),parameter :: pi = acos (- 1.0_dp )
621608 real (dp),parameter :: piv2 = 2.0_dp * pi
622609 real (dp),parameter :: piv4 = 4.0_dp * pi
623610 real (dp),parameter :: pid4 = pi / 4.0_dp
624611 real (dp),parameter :: cons25 = sin (pid4)** 3
625- !
612+ real (dp),parameter :: RAD_PER_DEG = pi / 180.0_dp ! ! degree to radian conversion factor
613+ real (dp),parameter :: d37 = 37.0_dp * RAD_PER_DEG ! ! 37 degrees in radians
614+ real (dp),parameter :: d06 = 6.0_dp * RAD_PER_DEG ! ! 6 degrees in radians
615+ real (dp),parameter :: d43 = 43.0_dp * RAD_PER_DEG ! ! 43 degrees in radians
616+
626617 sun1 = Sun(1 )
627618 sun2 = Sun(2 )
628619 sat1 = Sat(1 )
@@ -647,7 +638,8 @@ SUBROUTINE dyjrmo(Djm,Sun,Sat,Geo,Temp,Dn,Amw,Dens)
647638! EQUATION 16J
648639!
649640 h = sat1 - sun1
650- tau = h - 0.64577182_dp + 0.10471976_dp * sin (h+0.75049158_dp )
641+ ! tau = h - 0.64577182_dp + 0.10471976_dp*sin(h+0.75049158_dp)
642+ tau = h - d37 + d06 * sin (h + d43)
651643!
652644! EXOSPHERIC TEMPERATURE TSUBL WITHOUT CORRECTION
653645! FOR GEOMAGNETIC ACTIVITY
@@ -763,8 +755,7 @@ SUBROUTINE stjrmo(Tinf,Sat3,Tz,Dn)
763755!
764756 IMPLICIT NONE
765757
766- real (dp) Dn , Sat3 , Tinf , Tz
767- DIMENSION Dn(6 )
758+ real (dp) :: Dn(6 ) , Sat3 , Tinf , Tz
768759
769760 IF ( Sat3> 125.0_dp ) THEN
770761!
@@ -816,16 +807,15 @@ SUBROUTINE stjr01(Tinf,Sat3,Tl2,Al10n)
816807!
817808 IMPLICIT NONE
818809
819- real (dp) ain , al , Al10n , am1 , am2 , an , anm , dens , dz , dzx , exp , fact1 , fact2 , gx , gz , Sat3 , sum1 , &
820- sum2
821- real (dp) Tinf , tl1 , Tl2 , tx , z , zd , zend , zr
822- INTEGER i , int , j , n
823- DIMENSION Al10n(6 )
810+ real (dp) :: ain , al , Al10n(6 ) , am1 , am2 , an , anm , dens , dz , dzx , &
811+ exp , fact1 , fact2 , gx , gz , Sat3 , sum1 , &
812+ sum2 , Tinf , tl1 , Tl2 , tx , z , zd , zend , zr
813+ INTEGER :: i , int , j , n
824814
825815 real (dp),parameter :: ra = 6356.766_dp ! ! POLAR EARTH RADIUS (KM)
826816 real (dp),dimension (5 ),parameter :: wt = 2.0_dp / 45.0_dp * [7.0_dp ,32.0_dp ,12.0_dp ,32.0_dp ,7.0_dp ] ! ! WEIGHTS FOR THE NEWTON-COTES FIVE POINT QUADRATURE FORMULAE
827817!
828- tx = 371.668_dp + 0.0518806_dp * Tinf - 294.3503_dp * exp (- 0.00216222_dp * Tinf)
818+ tx = 371.6678_dp + 0.0518806_dp * Tinf - 294.3503_dp * exp (- 0.00216222_dp * Tinf)
829819 gx = 0.054285714_dp * (tx-183.0_dp )
830820 al = log (Sat3/ 90.0_dp )
831821 n = int (al/ 0.050_dp ) + 1
@@ -840,7 +830,7 @@ SUBROUTINE stjr01(Tinf,Sat3,Tl2,Al10n)
840830 z = zend
841831 zend = zr* z
842832 dz = 0.25_dp * (zend- z)
843- sum1 = 0.31111111_dp * ain
833+ sum1 = wt( 1 ) * ain
844834 DO j = 2 , 5
845835 z = z + dz
846836!
@@ -915,22 +905,18 @@ SUBROUTINE stjr02(Tinf,Sat3,Tz,Dn)
915905!
916906 IMPLICIT NONE
917907
918- real (dp) abs , am100 , atan , aux , aux1 , aux2 , c0a , cx , d1 , d2 , d3 , d4 , d5 , de100 , deavog , dife , Dn , dpz1 , &
919- & dpz2
920- real (dp) dzx , f3 , f4 , gsubx , h2 , h3 , h4 , prod , pz1 , pz2 , q1 , q2 , q3 , q4 , q5 , q6 , r , r1 , r1n
921- real (dp) r2 , r2n , ra , ras , Sat3 , sksf , sksf34 , soma , sqrt , t100 , t100tz , temp , Tinf , tsubx , txmt0 , Tz , ur1 , &
922- & ur1h2 , ur2 , ur2h3
923- real (dp) vra , wr1 , wr2 , x , x2y2 , y , z
924- INTEGER i
925- DIMENSION Dn(6 )
926- !
927- !- ----
928- ! R ... UNIVERSAL GAS CONSTANT(JOULES/K MOLE)
929- ! RA... POLAR EARTH RADIUS (KM)
930- ! RAS.. RA**2 (KM**2)
931- !
932- DATA r/ 8.31432_dp /
933- DATA ra , ras/ 6356.766_dp , 4.04084739788e+07_dp /
908+ real (dp) :: abs , am100 , atan , aux , aux1 , aux2 , c0a , cx , d1 , d2 , d3 , &
909+ d4 , d5 , de100 , deavog , dife , Dn(6 ) , dpz1 , &
910+ dpz2 , dzx , f3 , f4 , gsubx , h2 , h3 , h4 , prod , pz1 , pz2 , q1 , &
911+ q2 , q3 , q4 , q5 , q6 , r1 , r1n , r2 , r2n , Sat3 , sksf , sksf34 , &
912+ soma , sqrt , t100 , t100tz , temp , Tinf , tsubx , txmt0 , Tz , ur1 , &
913+ ur1h2 , ur2 , ur2h3 , vra , wr1 , wr2 , x , x2y2 , y , z
914+ INTEGER :: i
915+
916+ real (dp),parameter :: r = 8.31432_dp ! ! UNIVERSAL GAS CONSTANT(JOULES/K MOLE)
917+ real (dp),parameter :: ra = 6356.766_dp ! ! POLAR EARTH RADIUS (KM)
918+ real (dp),parameter :: ras = ra* ra ! ! RA**2 (KM**2)
919+
934920!
935921! DENSITY ANALYTICALLY CALCULATED
936922!
@@ -1103,21 +1089,13 @@ SUBROUTINE stjr03(Tinf,Sat3,Tz,Dn)
11031089!
11041090 IMPLICIT NONE
11051091
1106- real (dp) a1 , a1a2a , a2 , al , aux , aux1 , aux2 , d1 , d2 , d3 , d4 , d5 , d6 , Dn , exp , h500 , r , ra , ras , Sat3
1092+ real (dp) a1 , a1a2a , a2 , al , aux , aux1 , aux2 , d1 , d2 , d3 , d4 , d5 , d6 , Dn( 6 ) , exp , h500 , Sat3
11071093 real (dp) tetx , Tinf , tsubx , txmt0 , Tz , tz500 , z
1108- INTEGER Icount
1109- COMMON / ncall / Icount
1110- DIMENSION Dn(6 )
1111- !
1112- !- ----
1113- !
1114- ! R....UNIVERSAL GAS CONSTANT (JOULES/K MOLE)
1115- ! RA...POLAR EARTH RADIUS (KM)
1116- ! RAS..RA**2 (KM**2)
1117- !
1118- DATA r/ 8.31432_dp /
1119- DATA ra , ras/ 6356.766_dp , 4.04084739788e+07_dp /
1120- Icount = Icount + 1
1094+
1095+ real (dp),parameter :: r = 8.31432_dp ! ! UNIVERSAL GAS CONSTANT (JOULES/K MOLE)
1096+ real (dp),parameter :: ra = 6356.766_dp ! ! POLAR EARTH RADIUS (KM)
1097+ real (dp),parameter :: ras = ra* ra ! ! RA**2 (KM**2)
1098+
11211099!
11221100! DENSITY ANALYTICALLY CALCULATED
11231101!
@@ -1219,15 +1197,11 @@ FUNCTION temlo(Altu,C)
12191197!
12201198 IMPLICIT NONE
12211199
1222- real (dp) Altu , auxi , C , higo , higx , temlo , to , zo , zx
1200+ real (dp) Altu , auxi , C( 7 ) , higo , higx , temlo
12231201
1224- DIMENSION C(7 )
1225- !
1226- !- -----
1227- !
1228- DATA zx/ 125.0_dp /
1229- DATA zo/ 90.0_dp /
1230- DATA to / 188.0_dp /
1202+ real (dp),parameter :: zx = 125.0_dp
1203+ real (dp),parameter :: zo = 90.0_dp
1204+ real (dp),parameter :: to = 188.0_dp
12311205
12321206 higx = Altu - zx
12331207 higo = Altu - zo
@@ -1287,14 +1261,12 @@ SUBROUTINE sealat(Tyfr,Sudc,Rlat,Altu,Al)
12871261!
12881262 IMPLICIT NONE
12891263
1290- real (dp) Al(6 ) , Altu , cr(6 ) , delz , dslm , dslt , esse , pcap , pitw , Rlat , sila , Sudc , Tyfr
1291- INTEGER i
1292- !
1293- !- -----
1294- !
1295- DATA pitw/ 6.28318530718_dp /
1264+ real (dp) :: Al(6 ) , Altu , delz , dslm , dslt , esse , pcap , Rlat , sila , Sudc , Tyfr
1265+ INTEGER :: i
12961266
1297- DATA cr/ - 0.79_dp , 0_dp , 0_dp , 0_dp , - .16_dp , 0_dp /
1267+ real (dp),parameter :: pi = acos (- 1.0_dp )
1268+ real (dp),parameter :: pitw = 2.0_dp * pi
1269+ real (dp),dimension (6 ),parameter :: cr = [ - 0.79_dp , 0.0_dp , 0.0_dp , 0.0_dp , - 0.16_dp , 0.0_dp ]
12981270
12991271 sila = sin (Rlat)
13001272 dslt = Sudc* sila/ 0.409157536545_dp
@@ -1345,11 +1317,10 @@ SUBROUTINE semian(Tyfr,Altu,Alco)
13451317!
13461318 IMPLICIT NONE
13471319
1348- real (dp) Alco , Altu , auxi , foft , goft , pitw , tauc , Tyfr
1349- !
1350- !- -----
1351- !
1352- DATA pitw/ 6.28318530718_dp /
1320+ real (dp) :: Alco , Altu , auxi , foft , goft , tauc , Tyfr
1321+
1322+ real (dp),parameter :: pi = acos (- 1.0_dp )
1323+ real (dp),parameter :: pitw = 2.0_dp * pi
13531324
13541325 auxi = 0.04_dp * Altu* Altu/ 1.0e+04_dp + 0.05_dp
13551326 foft = auxi* exp (- 0.25e-02_dp * Altu)
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