Library libfspec Sample Clauses

Library libfspec a bicubspl SUBROUTINE BICUBSPL(X,Y,Z,NX,NY,NXDIM,NYDIM,AA,BB,CC) Input: X,Y,Z,NX,NY,NXDIM,NYDIM Output: AA,BB,CC This subroutine computes the spline coefficients required by the subroutine BICUBSPLX to compute a surface through bicubic spline interpolation. REAL X(NX) -> X-values to be fitted REAL Y(NY) -> Y-values to be fitted REAL Z(NX,NY) -> Z-values to be fitted INTEGER NX -> logical dimension of X and logical first dimension of Z INTEGER NY -> logical dimension of Y and logical second dimension of Z INTEGER NXDIM -> physical dimension of X and physical first dimension of Z INTEGER NYDIM -> pyshical dimension of Y and physical second dimension of Z REAL AA(NX,NY) -> spline coefficients of the one-dimensional cubic spline fits to the rows of Z REAL BB(NX,NY) -> spline coefficients of the one-dimensional cubic spline fits to the rows of Z REAL CC(NX,NY) -> spline coefficients of the one-dimensional cubic spline fits to the rows of Z bicubsplx SUBROUTINE BICUBSPLX(X,Y,Z,NX,NY,NXDIM,NYDIM,AA,BB,CC,X0,Y0,Z0) Input: X,Y,Z,NX,NY,NXDIM,NYDIM,AA,BB,CC,X0,Y0 Output: Z0 This subroutine computes the bicubic spline Z0 at X0,Y0, using the spline coefficients computed with BICUBSPL. (continues on next page) 1.6. Auxiliary libraries 29 (continued from previous page) REAL X(NX) -> X-values fitted with BICUBSPL REAL Y(NY) -> Y-values fitted with BICUBSPL REAL Z(NX,NY) -> Z-values fitted with BICUBSPL INTEGER NX -> logical dimension of X and logical first dimension of Z INTEGER NY -> logical dimension of Y and logical second dimension of Z INTEGER NXDIM -> physical dimension of X and physical first dimension of Z INTEGER NYDIM -> pyshical dimension of Y and physical second dimension of Z REAL AA(NX,NY) -> coefficients of the one-dimensional cubic spline fits to the rows of Z computed with BICUBSPL REAL BB(NX,NY) -> coefficients of the one-dimensional cubic spline fits to the rows of Z computed with BICUBSPL REAL CC(NX,NY) -> coefficients of the one-dimensional cubic spline fits to the rows of Z computed with BICUBSPL REAL X0 -> X-value where the bicubic spline will be evaluated REAL Y0 -> Y-value where the bicubic spline will be evaluated REAL Z0 -> bicubic spline value at X0,Y0 binsearch SUBROUTINE BINSEARCH(X,N,X0,N0) Input: X,N,X0,N0 Output: N0 Given the array X(N), and the test value X0, this subroutine returns an integer N0, such that X0 is between X(N0) and X(N0+1). As input N0 is employed to start the searching. If X0.LT.X(1) then N0=0 on output, whereas if X0.GT....
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