#include #define symtripyr FortranCInterface_GLOBAL_(symtripyr, SYMTRIPYR) typedef double DARR3[3]; int triIntPntPyr(int, DARR3**,double**); void symtripyr(int *n1, double pt[][4], double wt[], int *err) { double *lwt = 0; DARR3 *lpt = 0; int i,j; *err = triIntPntPyr(*n1, &lpt, &lwt); for(i=0; i < *n1; i++){ wt[i] = lwt[i]; for(j=0; j < 3; j++) pt[i][j] = lpt[i][j]; } } #include /* 1pt constants */ #define zero 0.0000000000000000 #define ppt500 0.5000000000000000 #define p2pt00 2.0000000000000000 /* 4pt constants */ #define ppt455 0.4553418012614798 #define ppt788 0.7886751345948130 #define ppt577 0.5773502691896260 #define ppt122 0.1220084679281462 #define ppt211 0.2113248654051870 /* Rule 3 */ #define mpt68 -0.6872983346207413 #define pt68 0.6872983346207413 #define mpt77 -0.7745966692414831 #define pt77 0.7745966692414831 #define mpt38 -0.3872983346207416 #define pt38 0.3872983346207416 #define mpt08 -0.08729833462074179 #define pt08 0.08729833462074179 #define mpt5 -0.5000000000000000 #define mpt11 -0.1127016653792584 #define mpt88 -0.8872983346207415 #define Qw311 0.308641975308642 #define Qw321 0.493827160493831 #define Qw322 0.790123456790124 #define Qw312 0.493827160493831 #define Qw313 0.308641975308642 #define Qw323 0.493827160493831 #define Qw331 0.308641975308642 #define Qw332 0.493827160493831 #define Qw333 0.308641975308642 /* #define J 0.108103018168070 */ /* #define K 0.445948490915965 */ /* #define L 0.225000000000000 */ /* #define M 0.125939180544827 */ /* #define N 0.132394152788506 */ /* #define O 0.797426985353087 */ /* #define P 0.101286507323456 */ /* #define Q 0.470142064105115 */ /* #define R 0.059715871789770 */ /* #define S 0.050844906370207 */ /* #define T 0.116786275726379 */ /* #define U 0.082851075618374 */ /* #define V 0.873821971016996 */ /* #define W 0.063089014491502 */ /* #define X 0.501426509658179 */ /* #define Y 0.249286745170910 */ /* #define Z 0.636502499121399 */ /* #define AA 0.310352451033785 */ /* #define BB 0.053145049844816 */ /* typedef double DARR3[3] ; */ static double rst1[][3] = {{zero,-1,zero}}; static double wt1[] = {2.2360679774997897}; /* only rule 2 is implemented correctly at this time */ static double rst4[][3] ={ {-.455341801261479547, -.788675134594812883 ,-.577350269189625763}, { .455341801261479547, -.788675134594812883 ,-.577350269189625763}, {-.122008467928146216, -.211324865405187118 , .577350269189625764}, { .122008467928146216, -.211324865405187118 , .577350269189625764}}; static double wt4[] = {0.394337567297406440, 0.394337567297406440, 0.105662432702593559, 0.105662432702593559}; static double rst9[][3] = { {mpt68, mpt88, mpt77}, { zero, mpt88, mpt77}, { pt68, mpt88, mpt77}, {mpt38, mpt5, zero}, { zero, mpt5, zero}, { pt38, mpt5, zero}, {mpt08, mpt11, pt77}, { zero, mpt11, pt77}, { pt08, mpt11, pt77} }; static double wt9[] = {Qw311, Qw321, Qw331, Qw312, Qw322, Qw332, Qw313, Qw323, Qw333}; /* static double rst7[][3] = {{A,A,A}, */ /* {O,P,P},{P,O,P},{P,P,O}, */ /* {Q,Q,R},{Q,R,Q},{R,Q,Q}}; */ /* static double wt7[] = {L,M,M,M,N,N,N}; */ /* static double rst12[][3] = {{V,W,1.0-V-W},{W,V,1.0-V-W},{W,W,1.0-W-W}, */ /* {X,Y,1.0-X-Y},{Y,X,1.0-X-Y},{Y,Y,1.0-Y-Y}, */ /* {Z,AA,1.0-Z-AA},{AA,Z,1.0-Z-AA},{Z,BB,1.0-Z-BB}, */ /* {AA,BB,1.0-AA-BB},{BB,AA,1.0-BB-AA},{BB,Z,1.0-BB-Z} */ /* }; */ /* static double wt12[] = {S,S,S,T,T,T,U,U,U,U,U,U}; */ int triIntPntPyr(int nint, DARR3 **bcord, double **wt) { int retval = 1 ; if( nint == 1 ){*bcord = rst1 ; *wt = wt1; } else if( nint == 4 ){*bcord = rst4 ; *wt = wt4; } else if( nint == 9 ){*bcord = rst9 ; *wt = wt9; } else { /* fprintf(stderr,"\n%d integration points unsupported in symtri.c; give {1,3,4,6,7,12}\n",nint); */ fprintf(stderr,"\n%d integration points unsupported in symtri.c; give {1,4}\n",nint); retval = 0; } return retval ; }