/usr/share/ncarg/hluex/ngmath/nm01c.c is in libncarg-data 6.3.0-6build1.
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* $Id: nm01c.c,v 1.6 2010-03-15 22:49:24 haley Exp $
*/
/************************************************************************
* *
* Copyright (C) 1997 *
* University Corporation for Atmospheric Research *
* All Rights Reserved *
* *
************************************************************************/
/*
* File: nm01c.c
*
* Author: Mary Haley (taken from one of Fred Clare's examples)
* National Center for Atmospheric Research
* PO 3000, Boulder, Colorado
*
* Date: Thu Dec 4 14:01:23 MST 1997
*
* Description: Simple example of natural neighbor linear interpolation.
*/
#include <math.h>
#include <stdio.h>
#include <ncarg/gks.h>
#include <ncarg/ncargC.h>
#include <ncarg/hlu/hlu.h>
#include <ncarg/ngmath.h>
/*
* Include a header file for each object created
*/
#include <ncarg/hlu/App.h>
#include <ncarg/hlu/NcgmWorkstation.h>
#include <ncarg/hlu/PSWorkstation.h>
#include <ncarg/hlu/PDFWorkstation.h>
#include <ncarg/hlu/CairoWorkstation.h>
#define Npts 6
#define NumXOut 21
#define NumYOut 21
extern void drwsrfc (int WKID, int nx, int ny, float *x, float *y, float *z,
float s1, float s2, float s3);
int main(int argc, char *argv[])
{
float xo[NumXOut], yo[NumYOut], *out;
float x[] = {0.00, 1.00, 0.00, 1.00, 0.40, 0.75};
float y[] = {0.00, 0.00, 1.00, 1.00, 0.20, 0.65};
float z[] = {0.00, 0.00, 0.00, 0.00, 1.25, 0.80};
float xc, yc;
int ier;
int appid,wid,gkswid;
int srlist, grlist;
int i;
const char *wks_type = "ncgm";
/*
* Initialize the high level utility library
*/
NhlInitialize();
/*
* Create an application context. Set the app dir to the current directory
* so the application looks for a resource file in the working directory.
* In this example the resource file supplies the plot title only.
*/
srlist = NhlRLCreate(NhlSETRL);
grlist = NhlRLCreate(NhlGETRL);
NhlRLClear(srlist);
NhlRLSetString(srlist,NhlNappUsrDir,"./");
NhlCreate(&appid,"nm01",NhlappClass,NhlDEFAULT_APP,srlist);
if (!strcmp(wks_type,"ncgm") || !strcmp(wks_type,"NCGM")) {
/*
* Create a meta file workstation.
*/
NhlRLClear(srlist);
NhlRLSetString(srlist,NhlNwkMetaName,"./nm01c.ncgm");
NhlCreate(&wid,"nm01Work",
NhlncgmWorkstationClass,NhlDEFAULT_APP,srlist);
}
else if (!strcmp(wks_type,"x11") || !strcmp(wks_type,"X11")) {
/*
* Create an X workstation.
*/
NhlRLClear(srlist);
NhlRLSetInteger(srlist,NhlNwkPause,True);
NhlCreate(&wid,"nm01Work",NhlcairoWindowWorkstationClass,NhlDEFAULT_APP,srlist);
}
else if (!strcmp(wks_type,"oldps") || !strcmp(wks_type,"OLDPS")) {
/*
* Create an older-style PostScript workstation.
*/
NhlRLClear(srlist);
NhlRLSetString(srlist,NhlNwkPSFileName,"./nm01c.ps");
NhlCreate(&wid,"nm01Work",NhlpsWorkstationClass,NhlDEFAULT_APP,srlist);
}
else if (!strcmp(wks_type,"oldpdf") || !strcmp(wks_type,"OLDPDF")) {
/*
* Create an older-style PDF workstation.
*/
NhlRLClear(srlist);
NhlRLSetString(srlist,NhlNwkPDFFileName,"./nm01c.pdf");
NhlCreate(&wid,"nm01Work",NhlpdfWorkstationClass,NhlDEFAULT_APP,srlist);
}
else if (!strcmp(wks_type,"pdf") || !strcmp(wks_type,"PDF") ||
!strcmp(wks_type,"ps") || !strcmp(wks_type,"PS")) {
/*
* Create a cairo PS/PDF workstation.
*/
NhlRLClear(srlist);
NhlRLSetString(srlist,NhlNwkFileName,"./nm01c");
NhlRLSetString(srlist,NhlNwkFormat,(char*)wks_type);
NhlCreate(&wid,"nm01Work",NhlcairoDocumentWorkstationClass,NhlDEFAULT_APP,srlist);
}
else if (!strcmp(wks_type,"png") || !strcmp(wks_type,"PNG")) {
/*
* Create a cairo PNG workstation.
*/
NhlRLClear(srlist);
NhlRLSetString(srlist,NhlNwkFileName,"./nm01c");
NhlRLSetString(srlist,NhlNwkFormat,(char*)wks_type);
NhlCreate(&wid,"nm01Work",NhlcairoImageWorkstationClass,NhlDEFAULT_APP,srlist);
}
xc = 1./(NumXOut-1.);
for( i = 0; i < NumXOut; i++ ) {
xo[i] = i * xc;
}
yc = 1./(NumYOut-1.);
for( i = 0; i < NumYOut; i++ ) {
yo[i] = i * yc;
}
out = c_natgrids(Npts, y, x, z, NumXOut, NumYOut, xo, yo ,&ier);
/*
* Get Workstation ID.
*/
NhlRLClear(grlist);
NhlRLGetInteger(grlist,NhlNwkGksWorkId,&gkswid);
NhlGetValues(wid,grlist);
/*
* There's no HLU object for surface plots yet, so we need to call the
* LLUs to get a surface plot.
*/
gactivate_ws (gkswid);
drwsrfc(gkswid,NumXOut,NumYOut,xo,yo,out,15.,-25.,90.);
gdeactivate_ws (gkswid);
/*
* NhlDestroy destroys the given id and all of its children.
*/
NhlDestroy(wid);
/*
* Restores state.
*/
NhlClose();
exit(0);
}
float armn(int, float *);
float armx(int, float *);
/*
* Procedure drwsrfc uses the NCAR Graphics function c_srface to
* draw a surface plot of the data values in z.
*
* The point of observation is calculated from the 3D coordinate
* (s1, s2, s3); the point looked at is the center of the surface.
*
* nx - Dimension of the X-axis variable x.
* ny - Dimension of the Y-axis variable y.
* x - An array of X-axis values.
* y - An array of Y-axis values.
* z - An array dimensioned for nx x ny containing data
* values for each (X,Y) coordinate.
* s1 - X value for the eye position.
* s2 - Y value for the eye position.
* s3 - Z value for the eye position.
* iwk - Work space dimensioned for at least 2*nx*ny.
*
*/
void drwsrfc (int WKID, int nx, int ny, float *x, float *y, float *z,
float s1, float s2, float s3)
{
Gcolr_rep colval;
float xmn, xmx, ymn, ymx, zmn, zmx, eye[6];
int *iwk;
iwk = (int *)malloc(2*nx*ny*sizeof(int));
colval.rgb.red = 1.;
colval.rgb.green = 1.;
colval.rgb.blue = 1.;
gset_colr_rep(WKID,0,&colval);
colval.rgb.red = 0.;
colval.rgb.green = 0.;
colval.rgb.blue = 0.;
gset_colr_rep(WKID,1,&colval);
/*
* Find the extreme data values.
*/
xmn = armn(nx, x);
xmx = armx(nx, x);
ymn = armn(ny, y);
ymx = armx(ny, y);
zmn = armn(nx * ny, z);
zmx = armx(nx * ny, z);
if ( (s1 == 0.) && (s2 == 0.) && (s3 == 0.) ) {
s1 = -3.;
s2 = -1.5;
s3 = 0.75;
}
eye[0] = 5. * s1 * (xmx-xmn);
eye[1] = 5. * s2 * (ymx-ymn);
eye[2] = 5. * s3 * (zmx-zmn);
eye[3] = 0.5 * (xmx-xmn);
eye[4] = 0.5 * (ymx-ymn);
eye[5] = 0.5 * (zmx-zmn);
/*
* Plot the surface.
*/
c_srface (x,y,z,iwk,nx,nx,ny,eye,0.);
free(iwk);
}
float armn(int num, float *x)
{
int i;
float amin;
amin = x[0];
for (i = 1 ; i < num ; i++)
if (x[i] < amin) amin = x[i];
return(amin);
}
float armx(int num, float *x)
{
int i;
float amax;
amax = x[0];
for (i = 1 ; i < num ; i++)
if (x[i] > amax) amax = x[i];
return(amax);
}
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