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#ifdef HAVE_CONFIG_H
#include "config.h"
#endif
#include <stdio.h>
#include <iostream>
#include <math.h>
#include <stdexcept>
#include "grap.h"
#include "grap_data.h"
#include "grap_draw.h"
// This file is (c) 1998-2001 Ted Faber (faber@lunabase.org) see COPYRIGHT
// for the full copyright and limitations of liabilities.
void coord::newx(double x) {
// Specific code to add the x value. If the axis is being autoscaled,
// see if this point expands it. Otherwise, sanity check it.
if ( xautoscale == 2) {
xmax = (x > xmax ) ? x : xmax;
xmin = (x < xmin ) ? x : xmin;
}
if ( xautoscale == 1 ) {
// first point
xmax = xmin = x;
xautoscale = 2;
}
if ( (logscale & x_axis) ) {
if ( xmin < MIN_DOUBLE ) {
cerr << "Logscale with non-positive value (within precision)"
<< endl;
xmin = MIN_DOUBLE;
}
if ( xmax < MIN_DOUBLE ) {
cerr << "Logscale with non-positive value (within precision)"
<< endl;
xmax = MIN_DOUBLE;
}
}
}
void coord::newy(double y) {
// Specific code to add the x value. If the axis is being autoscaled,
// see if this point expands it. Otherwise, sanity check it.
if ( yautoscale == 2) {
ymax = (y > ymax ) ? y : ymax;
ymin = (y < ymin ) ? y : ymin;
}
if ( yautoscale == 1 ) {
// first point
ymax = ymin = y;
yautoscale = 2;
}
if ( (logscale & y_axis) ) {
if ( ymin < MIN_DOUBLE ) {
cerr << "Logscale with non-positive value (within precision)"
<< endl;
ymin = MIN_DOUBLE;
}
if ( ymax < MIN_DOUBLE ) {
cerr << "Logscale with non-positive value (within precision)"
<< endl;
ymax = MIN_DOUBLE;
}
}
}
void coord::addmargin(double mf) {
// Add a margin to the coordinate system to center the plot better.
// The margin factor(mf) is given as a multiplier to the current size
// (0.07 is 7% on either size). If the axis is logarithmic, we have
// to work in that space.
double range; // The size of the axis we're working on
// Log sale must be positive
if ( (logscale & x_axis) ) {
if ( xmin < MIN_DOUBLE ) xmin = MIN_DOUBLE;
if ( xmax < MIN_DOUBLE ) xmax = MIN_DOUBLE;
}
if ( (logscale & y_axis) ) {
if ( ymin < MIN_DOUBLE ) ymin = MIN_DOUBLE;
if ( ymax < MIN_DOUBLE ) ymax = MIN_DOUBLE;
}
if ( xautoscale ) {
if ( logscale & x_axis) {
double b, t; // bottom and top of the logscale range
// Solving the log mapping equation for 1+mf and -mf
// Isn't math cool?
b = pow(xmax,-mf) / pow(xmin,(-mf-1));
t = pow(xmax,1+mf) / pow(xmin,mf);
xmin = b; xmax = t;
} else {
range = xmax - xmin;
xmin = xmin - mf * range;
xmax = xmax + mf * range;
}
}
if ( yautoscale ) {
if ( logscale & y_axis) {
double b, t; // bottom and top of the logscale range
// Solving the log mapping equation for 1+mf and -mf
// Isn't math cool?
b = pow(ymax,-mf) / pow(ymin,(-mf-1));
t = pow(ymax,1+mf) / pow(ymin,mf);
ymin = b; ymax = t;
} else {
range = ymax - ymin;
ymin = ymin - mf * range;
ymax = ymax + mf * range;
}
}
// If they're too close together, just punt. (Actually this is less a punt
// than it looks like. Adding 1 works if no points have been added that
// would define a grid - xmin == xmax == 0 and if you do almost nothing you
// get a (0,1) x (0,1) frame).
if ( xmax == xmin) xmax += 1.0;
if ( ymax == ymin) ymax += 1.0;
}
double coord::map(double v, axis ax ) {
// map the coordinate from data space to [0,1]. 1 is the top of the axis,
// 0 the bottom. Do it right for logscale or cartesian coordinates
switch ( ax ) {
case x_axis:
if (logscale & x_axis ) {
if ( v > MIN_DOUBLE )
return ((log(v) -log(xmin)) / (log(xmax)-log(xmin)));
else
throw range_error("Negative or zero logscale coordinate");
}
else return ( (v - xmin) / (xmax - xmin ) );
break;
case y_axis:
if (logscale & y_axis ) {
if ( v > MIN_DOUBLE )
return ((log(v) -log(ymin)) / (log(ymax)-log(ymin)));
else
throw range_error("Negative or zero logscale coordinate");
}
else return ( (v - ymin) / (ymax - ymin ) );
break;
default:
return -1;
break;
}
}
// Linesegment constructor. Too long for a header, but
// straightforward. Connect this segment to the previous point in the
// line.
linesegment::linesegment(double xx, double yy, coord* cc, line *ll,
DisplayString *s /* =0 */, linedesc *l /* =0 */,
bool a /* =false */)
: to(xx,yy,cc), from(0) {
point *p; // The last point on line ll.
// If a null linedesc is passed in, use the one in the line
if ( l ) desc = *l;
else desc = ll->desc;
if ( s ) plotstr = new DisplayString(*s);
else {
if ( ll->plotstr ) plotstr = new DisplayString(*ll->plotstr);
else plotstr = 0;
}
arrow = a;
if ((p = ll->lastplotted()))
from = new point(p);
ll->lastplotted(&to);
}
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