module m_initconfmap contains subroutine initconfmap ! This routine initialize constants used in the conformal mapping ! and must be called before the routines 'oldtonew' and 'newtoold' ! are called. The arguments of this routine are the locations of ! the two poles in the old coordiante system. use mod_dimensions use mod_confmap implicit none ! local variables real cx,cy,cz,theta_c,phi_c complex c,w logical ass,lold ! Read info file open(unit=10,file='grid.info',form='formatted') read(10,*) lat_a,lon_a read(10,*) lat_b,lon_b read(10,*) wlim,elim,ires read(10,*) slim,nlim,jres read(10,*) ass read(10,*) ass read(10,*) ass read(10,*) mercator read(10,*) mercfac,lold close(10) if ((ires /= nx).and.(jres /= ny)) then print *,'initconfmap: WARNING -- the dimensions in grid.info are not' print *,'initconfmap: WARNING -- consistent with nx and ny' print *,'initconfmap: WARNING -- IGNORE IF RUNNING CURVIINT' endif ! some constants pi_1=4.*atan(1.) pi_2=.5*pi_1 deg=180./pi_1 rad=1.0/deg epsil=1.0E-9 di=(elim-wlim)/float(ires-1) ! delta lon' dj=(nlim-slim)/float(jres-1) ! delta lat' for spherical grid if (mercator) then dj=di if (lold) then print *,'initconfmap: lold' slim=-mercfac*jres*dj else print *,'initconfmap: not lold' slim= mercfac endif endif ! transform to spherical coordinates theta_a=lon_a*rad phi_a=pi_2-lat_a*rad theta_b=lon_b*rad phi_b=pi_2-lat_b*rad ! find the angles of a vector pointing at a point located exactly ! between the poles cx=cos(theta_a)*sin(phi_a)+cos(theta_b)*sin(phi_b) cy=sin(theta_a)*sin(phi_a)+sin(theta_b)*sin(phi_b) cz=cos(phi_a)+cos(phi_b) theta_c=atan2(cy,cx) phi_c=pi_2-atan2(cz,sqrt(cx*cx+cy*cy)) ! initialize constants used in the conformal mapping imag=(.0,1.) ac=tan(.5*phi_a)*exp(imag*theta_a) bc=tan(.5*phi_b)*exp(imag*theta_b) c=tan(.5*phi_c)*exp(imag*theta_c) cmna=c-ac cmnb=c-bc w=cmnb/cmna mu_s=atan2(aimag(w),real(w)) psi_s=2.*atan(abs(w)) end subroutine initconfmap end module m_initconfmap