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📄 undefexa.c

📁 sqp程序包。用sqp算法实现非线性约束的优化求解
💻 C
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/* **************************************************************************** *//*                                 user functions                               *//* **************************************************************************** */#include "o8para.h"main() {    void donlp2(void);        donlp2();        exit(0);}/* **************************************************************************** *//*                              donlp2 standard setup                           *//* **************************************************************************** */void setup0(void) {    #define  X extern    #include "o8comm.h"    #undef   X        static INTEGER i,j,nuser = 2;    static DOUBLE  xst0[] = {0., /* not used : index 0 */                             1.e0,1.e0};                                 /* name is ident of the example/user and can be set at users will           */    /* the first static char [] must be alphabetic.  40 static char [s] maximum */    strcpy(name,"undefexa");    /*    x is initial guess and also holds the current solution */    /*    problem dimension n = dim(x), nh = dim(h), ng = dim(g) */    n      = nuser;    nh     = 0;    ng     = 4;    analyt = TRUE;    cold   = TRUE  ;    silent = FALSE  ;    epsdif = 1.e-8;    /* del0 and tau0: see below */    del0 = 1.e0;    tau0 = 1.e0;    for (i = 1 ; i <= n ; i++) {        x[i] = xst0[i];    }    /* gunit-array, see donlp2doc.txt */        for (j = 0 ; j <= 2 ; j++) {        gunit[1][j] = -1;        gunit[2][j] = 0;        gunit[3][j] = 0;    }    gunit[1][3] = 1;    gunit[2][3] = 1;    gunit[3][3] = 1;    gunit[1][4] = 1;    gunit[2][4] = 2;    gunit[3][4] = 1;        /* gconst-array: */        for (j = 0 ; j <= 2 ; j++) {        gconst[j] = FALSE;                /* if the j-th function is affine linear */    }    gconst[3] = TRUE;    gconst[4] = TRUE;        return;}/* **************************************************************************** *//*                                 special setup                                *//* **************************************************************************** */void setup(void) {    #define  X extern    #include "o8comm.h"    #undef   X        /* change termination criterion */        epsx = 1.e-10;        /* change I/O-control */        /* te2 = TRUE;  */        /* now you get a detailed output, but no matrices */    /* plus a long output in *.pro                    */        return;}/* **************************************************************************** *//*  the user may add additional computations using the computed solution here   *//* **************************************************************************** */void solchk(void) {    #define  X extern    #include "o8comm.h"    #undef   X    #include "o8cons.h"    return;}/* **************************************************************************** *//*                               objective function                             *//* **************************************************************************** */void ef(DOUBLE x[],DOUBLE *fx) {    #define  X extern    #include "o8fuco.h"    #undef   X    ffuerr = FALSE ;    icf = icf+1;    if ( x[1]*x[2] <= .5e0 ) {        ffuerr = TRUE;                return;    }    *fx = -exp(x[1]*x[2]-1.e0)/(x[1]*x[2]-0.5e0);        return;}/* **************************************************************************** *//*                          gradient of objective function                      *//* **************************************************************************** */void egradf(DOUBLE x[],DOUBLE gradf[]) {    #define  X extern    #include "o8fuco.h"    #undef   X    ffuerr = FALSE ;    if ( x[1]*x[2] <= 0.5e0 ) {      ffuerr = TRUE ;      return ;    }    icgf = icgf+1;        gradf[1] = -exp(x[1]*x[2]-1.e0)*(1.e0-1.e0/(x[1]*x[2]-0.5e0))               *x[2]/(x[1]*x[2]-0.5e0);    gradf[2] = -exp(x[1]*x[2]-1.e0)*(1.e0-1.e0/(x[1]*x[2]-0.5e0))               *x[1]/(x[1]*x[2]-0.5e0);                   return;}/* **************************************************************************** *//*                compute the i-th equality constaint, value is hxi             *//* **************************************************************************** */void eh(INTEGER i,DOUBLE x[],DOUBLE *hxi) {    #define  X extern    #include "o8fuco.h"    #undef   X        return;}/* **************************************************************************** *//*              compute the gradient of the i-th equality constraint            *//* **************************************************************************** */void egradh(INTEGER i,DOUBLE x[],DOUBLE gradhi[]) {    #define  X extern    #include "o8fuco.h"    #undef   X    if ( gunit[1][i] != 1 ) cgres[i] = cgres[i]+1;        return;}/* **************************************************************************** *//*              compute the i-th inequality constaint, bounds included          *//* **************************************************************************** */void eg(INTEGER i,DOUBLE x[],DOUBLE *gxi) {    #define  X extern    #include "o8fuco.h"    #undef   X        if ( gunit[1][i+nh] == -1 ) cres[i+nh] = cres[i+nh]+1;        switch (i) {    case 1:        *gxi = x[1]*x[2]-0.75e0;                return;            case 2:        *gxi = -pow(x[2],2)+2.e0-x[1];                return;            case 3:        *gxi = x[1];                return;            case 4:        *gxi = x[2];                return;    }}/* **************************************************************************** *//*              compute the gradient of the i-th inequality constraint          *//*          not necessary for bounds, but constant gradients must be set        *//*                      here e.g. using dcopy from a data-field                 *//* **************************************************************************** */void egradg(INTEGER i,DOUBLE x[],DOUBLE gradgi[]) {    #define  X extern    #include "o8fuco.h"    #undef   X        static INTEGER j;    if ( gunit[1][i+nh] != 1 ) cgres[i+nh] = cgres[i+nh]+1;        for (j = 1 ; j <= NX ; j++) {        gradgi[j] = 0.e0;    }    switch (i) {    case 1:        gradgi[1] = x[2];        gradgi[2] = x[1];                return;            case 2:        gradgi[1] = -1.e0;        gradgi[2] = -2.e0*x[2];                return;    }}/* **************************************************************************** *//*                        user functions (if bloc == TRUE)                      *//* **************************************************************************** */void eval_extern(INTEGER mode) {    #define  X extern    #include "o8comm.h"    #include "o8fint.h"    #undef   X    #include "o8cons.h"    return;}

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