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Alternative small scale meteorology input to a chemical transport ...

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REAL ELEV_STA(MAXSS), ZMID(MAXK)<br />

REAL DIST2<br />

REAL X0, Y0<br />

REAL SUM_DIST2,D2<br />

REAL DELTA(MAXI,MAXJ), DELTAMIN<br />

REAL DELTAX2, DELTAY2<br />

REAL TEMP_0(MAXI,MAXJ)<br />

REAL ESAT(MAXI,MAXJ,MAXK), QQSAT(MAXI,MAXJ,MAXK)<br />

REAL T0(MAXSS)<br />

REAL PWR, GAMMA_A, GAMMA, RDGASS<br />

REAL PWR1, AA,BB,CC,TS0,P00,LNP<br />

DATA GAMMA_A /0.0342/ !deg./m - adiabatic lapse rate<br />

DATA GAMMA /0.0065/ !deg./m - lapse rate<br />

C ------------------------------------------------------------<br />

C SINCE WE DON'T HAVE THE ELEVATIONS OF SURFACE STATIONS,<br />

C WE NEED TO FIND THE CLOSEST GRID POINT TO THEIR COORDINATES<br />

C AND ASSIGN ITS ELEVATION AS AN ELEVATION OF THE SFC. STATION<br />

C ------------------------------------------------------------<br />

X0 = XORIGR - 0.5*RESOLN !The point <strong>to</strong> the west of i=1<br />

Y0 = YORIGR - 0.5*RESOLN !The point <strong>to</strong> the south of j=1<br />

C Initialize PSFC(i,j), RHO_GRD(i,j) and RH_GRD(i,j)<br />

DO J=1,NY<br />

DO I=1,NX<br />

PSFC(I,J) = 0.0<br />

RHO_GRD(I,J) = 0.0<br />

RH_GRD(I,J) = 0.0<br />

ENDDO<br />

ENDDO<br />

C Initialize qq(i,j,k)<br />

DO J=1,NY<br />

DO I=1,NX<br />

DO K=1,NZ<br />

QQ(I,J,K) = 0.0<br />

ENDDO<br />

ENDDO<br />

ENDDO<br />

C Find grid coordinates closest <strong>to</strong> station coordinates<br />

DO M = 1,NSSTA<br />

C Set 'deltamin' <strong>to</strong> maximum distance in domain<br />

DELTAMIN = (FLOAT(MAXI)*RESOLN)**2 +<br />

& (FLOAT(MAXJ)*RESOLN)**2<br />

IMIN = -999<br />

JMIN = -999<br />

DO J = 1,NY<br />

DO I = 1,NX<br />

92

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