PROGRAM nag_spline_1d_ex04 ! Example Program Text for nag_spline_1d ! NAG fl90, Release 4. NAG Copyright 2000. ! .. Use Statements .. USE nag_examples_io, ONLY : nag_std_in, nag_std_out USE nag_spline_1d, ONLY : nag_spline_1d_comm_wp => nag_spline_1d_comm_dp & , nag_spline_1d_set, nag_spline_1d_eval, nag_spline_1d_intg, & nag_deallocate ! .. Implicit None Statement .. IMPLICIT NONE ! .. Intrinsic Functions .. INTRINSIC KIND ! .. Parameters .. INTEGER, PARAMETER :: wp = KIND(1.0D0) ! .. Local Scalars .. INTEGER :: i, n, p REAL (wp) :: a, alpha, b, beta, integral, s, sd1, sd2, sd3, x TYPE (nag_spline_1d_comm_wp) :: spline ! .. Local Arrays .. REAL (wp), ALLOCATABLE :: kappa(:), lambda(:) ! .. Executable Statements .. WRITE (nag_std_out,*) 'Example Program Results for nag_spline_1d_ex04' READ (nag_std_in,*) ! Skip heading in data file READ (nag_std_in,*) a, b READ (nag_std_in,*) p ALLOCATE (lambda(p-8),kappa(p-4)) ! Allocate storage READ (nag_std_in,*) lambda READ (nag_std_in,*) kappa READ (nag_std_in,*) n READ (nag_std_in,*) alpha, beta ! Initialize spline. CALL nag_spline_1d_set(a,b,lambda,kappa,spline) ! Calculate values of the spline and its derivatives on a uniform ! mesh. WRITE (nag_std_out,'(/,6X,A,13X,A,6X,A,3X,A,3X,A)') 'x', 'spline', & '1st deriv', '2nd deriv', '3rd deriv' x = 0.0_wp DO i = 1, n CALL nag_spline_1d_eval(spline,x,s,sd1=sd1,sd2=sd2,sd3=sd3) WRITE (nag_std_out,'(/E12.4,1X,A,4E12.4)') x, 'LEFT ', s, sd1, sd2, & sd3 CALL nag_spline_1d_eval(spline,x,s,sd1=sd1,sd2=sd2,sd3=sd3, & right_hand=.TRUE.) WRITE (nag_std_out,'(E12.4,1X,A,4E12.4)') x, 'RIGHT', s, sd1, sd2, sd3 x = x + 1.0_wp END DO ! Evaluate spline integral on (alpha, beta). integral = nag_spline_1d_intg(spline,alpha=alpha,beta=beta) WRITE (nag_std_out,'(/1X,A,E12.4)') 'Spline integral = ', integral DEALLOCATE (lambda,kappa) ! Deallocate storage CALL nag_deallocate(spline) ! Free structure allocated by NAG fl90 END PROGRAM nag_spline_1d_ex04