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ÈçÌ⣬һ¸öcpcÉÏϵijÌÐò£¬windows ϱàÒëµÃµ½½á¹ûÕýÈ·£¬ ·ÅÔÚlinuxϾͳöÎÊÌ⣺ ÓÃf77, fort77 ±àÒ룬ÔÚÁ½¸ösubÄ£¿é½áβÌáʾ Error on line 1679: Declaration error for rvv: adjustable dimension on non- argument Error on line 1679: wr_ardecls: nonconstant array size µ«ÎÒµÄÊý×éûÎÊÌâѽ ÔÙÓÃgfortran£¬f95±àÒ룬±àÒëͨ¹ý£¬µ«½á¹û²»¶Ô ÔÙÓÃifort±àÒ룬±àÒëҲͨ¹ý£¬ÓÖ³öÀ´Ò»¸ö²»¶ÔµÄнá¹û Õæ¸ã²»¶®ÎªÊ²Ã´ÕâÑù£¿ Âé·³³æ³æÃÅÖ¸µãÏ£¬Ð»Ð»£¡ ¸½³ö´í²¿·Ö´úÂ룺 ÆäÖб¨´íµÄÒ»¸ösubÄ£¿é´úÂëÈçÏ£¬1679ÐжÔÓ¦ÓÚ×îºóÒ»ÐУ¬¼´¡®end¡¯ËùÔÚÐУ»ÔÙ¾ÍÊÇ Õû¸ö´úÂëÖÐûÓÐÕÒµ½wr_ardeclsÕâ¸ö¶«Î÷£¬²»ÖªµÀÕ¦¸ãµÄ¡£·Ç³£¸Ðл£¡ c------------------------------------------------------------------------ subroutine dcludcmp(a,n,np,indx,d,ierror) c this is the double complex version of the homonyme sbr. from Numerical c Recipes implicit double complex(a-h,o-q,s-z) implicit double precision (r) parameter (tiny=(1.0d-30,1.0d-30)) dimension a(np,np),indx(n),rvv(n) d=dcmplx(1.d0,0.d0) ierror=0 do 12 i=1,n raamax=0.d0 do 11 j=1,n if (cdabs(a(i,j)).gt.raamax) raamax=cdabs(a(i,j)) 11 continue if (raamax.eq.0.d0)then write (*,*) 'singular matrix in dcludcmp' ierror=1 return endif rvv(i)=1.d0/raamax 12 continue do 19 j=1,n if (j.gt.1) then do 14 i=1,j-1 sum=a(i,j) if (i.gt.1)then do 13 k=1,i-1 sum=sum-a(i,k)*a(k,j) 13 continue a(i,j)=sum endif 14 continue endif raamax=0.d0 do 16 i=j,n sum=a(i,j) if (j.gt.1)then do 15 k=1,j-1 sum=sum-a(i,k)*a(k,j) 15 continue a(i,j)=sum endif rdum=rvv(i)*cdabs(sum) if (rdum.ge.raamax) then imax=i raamax=rdum endif 16 continue if (j.ne.imax)then do 17 k=1,n dum=a(imax,k) a(imax,k)=a(j,k) a(j,k)=dum 17 continue d=-d rvv(imax)=rvv(j) endif indx(j)=imax if(j.ne.n)then if(cdabs(a(j,j)).eq.0.d0) a(j,j)=tiny dum=1.d0/a(j,j) do 18 i=j+1,n a(i,j)=a(i,j)*dum 18 continue endif 19 continue if(cdabs(a(n,n)).eq.0.d0) a(n,n)=tiny return end c--------------------------------------------------------------------------- |
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