/*
* Class Plot
*
* Superclass for the plotting subclasses:
* PlotGraph, Plotter and PlotPoleZero
*
* WRITTEN BY: Dr Michael Thomas Flanagan
*
* DATE: February 2002
* REVISED: 20 July 2005
*
* Copyright (c) April and August 2004, July 2005
*
* PERMISSION TO COPY:
* Permission to use, copy and modify this software and its documentation for
* NON-COMMERCIAL purposes is granted, without fee, provided that an acknowledgement
* to the author, Michael Thomas Flanagan at www.ee.ucl.ac.uk/~mflanaga, appears in all copies.
*
* Dr Michael Thomas Flanagan makes no representations about the suitability
* or fitness of the software for any or for a particular purpose.
* Michael Thomas Flanagan shall not be liable for any damages suffered
* as a result of using, modifying or distributing this software or its derivatives.
*
***************************************************************************************/
package jass.utils;
import java.awt.*;
public class Plot extends Canvas{
protected double[][] data = null; // data to be plotted
// data[i][] i = 0, 2, 4 . . . x values
// data[i][] i = 1, 3, 5 . . . y values for x[i-1][]
protected double[][] copy = null; // copy of original data to be plotted
protected int nCurves = 0; // number of curves
protected int[] nPoints = null; // number of points points on curve each curve
protected int nmPoints = 0; // number of points points on curve with most points
protected int niPoints = 200; // number of cubic spline interpolation points
protected int[] pointOpt = null; // point plotting option for each curve
// pointOpt = 0: no points plotted
// pointOpt = i where i = 1,2,3,4,5,6,7,8: points plotted
// default options
// curve 1 - open circles
// curve 2 - open squares
// curve 3 - open diamonds
// curve 4 - filled circles
// curve 5 - filled squares
// curve 6 - filled diamonds
// curve 7 - x crosses
// curve 8 - + crosses
// further curves - above sequence repeated
protected int[] pointSize = null; // point size in pixels for each curve
protected int npTypes = 8; // number of point types
protected boolean[] errorBar = null; // true - error bar plotted, flase no error bar plotted - default = false
protected double[][] errors = null; // error bar values - should be an estimate of the sd of the variable
protected double[][] errorsCopy = null; // copy of error bar values
protected int[] lineOpt = null; // line drawing option for each curve
// lineOpt = 0: no line plotted
// lineOpt = 1: cubic spline interpolation line plotted as a continuous line
// lineOpt = 2: cubic spline interpolation line plotted as a dashed line
// lineOpt = 3: line plotted by joining points
// lineOpt = 4: dashed line plotted by joining points
// default - lineOpt = 1
protected int[] dashLength = null; // dash length in lineOpt = 2
protected boolean[] minMaxOpt = null;// true - curve included in maximum and minimum axes value calculation
protected boolean[] trimOpt = null; // true - curve trimmed to fit axes rectangle
protected int fontSize = 14; // text font size
protected int xLen = 625; // length of the x axis in pixels
protected int yLen = 375; // length of the y axis in pixels
protected int xBot = 100; // x coordinate of the bottom of the x axis in pixels
protected int xTop = xBot+xLen; // x coordinate of the top of the x axis in pixels
protected int yTop = 110; // y coordinate of the top of the y axis in pixels
protected int yBot = yTop+yLen; // y coordinate of the bottom of the y axis in pixels
protected double xLow = 0; // scaled lower limit data value of the x axis
protected double xHigh = 0; // scaled upper limit data value of the x axis
protected double yLow = 0; // scaled lower limit data value of the y axis
protected double yHigh = 0; // scaled upper limit data value of the y axis
protected int xFac = 0; // decadic exponent of x axis scaling factor
protected int yFac = 0; // decadic exponent of y axis scaling factor
protected int xTicks = 0; // number of x axis ticks
protected int yTicks = 0; // number of y axis ticks
protected double xMin = 0.0D; // minimum x data value
protected double xMax = 0.0D; // maximum x data value
protected double yMin = 0.0D; // minimum y data value
protected double yMax = 0.0D; // maximum y data value
protected double xOffset = 0.0D; // xaxis data value offset
protected double yOffset = 0.0D; // y axis data value offset
protected boolean noXoffset = false; // no x axis offset allowed if true
protected boolean noYoffset = false; // no y axis offset allowed if true
protected double xLowFac = 0.75D; // x axis data setting low factor
protected double yLowFac = 0.75D; // y axis data setting low factor
protected String graphTitle = " "; // graph title
protected String graphTitle2 = " "; // graph title (secondline)
protected String xAxisLegend = " "; // x axis legend title
protected String xAxisUnits = " "; // x axis unit name, e.g. V, ohm
protected String yAxisLegend = " "; // y axis legend title
protected String yAxisUnits = " "; // x axis unit name
protected boolean xZero = false; // if true - a (x=0) zero line is required
protected boolean yZero = false; // if true - a (y=0) zero line required
protected boolean noXunits = true; // if true - no x axis units
protected boolean noYunits = true; // if true - no y axis units
protected double[] xAxisNo = new double[50]; // x axis legend numbers as double
protected double[] yAxisNo = new double[50]; // y axis legend numbers as double
protected String[] xAxisChar = new String[50]; // x axis legend numbers as char
protected String[] yAxisChar = new String[50]; // y axis legend numbers as char
protected int[] axisTicks = new int[50]; // no of ticks for scaled lengths
protected static double dataFill = 3.0e200; // value used to initialise data array by Plot.data()
// Constructor
//One 2-dimensional data arrays
public Plot(double[][] data){
this.initialise(data);
}
// Constructor
//Two 1-dimensional data arrays
public Plot(double[] xdata, double[] ydata){
int xl = xdata.length;
int yl = ydata.length;
if(xl!=yl)throw new IllegalArgumentException("x-data length is not equal to the y-data length");
double[][] data = new double[2][xl];
for(int i=0; i<xl; i++){
data[0][i] = xdata[i];
data[1][i] = ydata[i];
}
this.initialise(data);
}
// Initialisation
public void initialise(double[][] cdata){
// Calculate number of curves
this.nCurves = cdata.length/2;
// Initialize 1D class arrays
this.nPoints = new int[nCurves];
this.lineOpt = new int[nCurves];
this.dashLength = new int[nCurves];
this.trimOpt = new boolean[nCurves];
this.minMaxOpt = new boolean[nCurves];
this.pointOpt = new int[nCurves];
this.pointSize = new int[nCurves];
this.errorBar = new boolean[nCurves];
// Calculate maximum number of points on a single curve
this.nmPoints = 0;
int ll = 0;
for(int i=0; i<2*nCurves; i++){
if((ll=cdata[i].length)>nmPoints)nmPoints=ll;
}
// Initialize class 2D arrays
this.data = new double[2*nCurves][nmPoints];
this.copy = new double[2*nCurves][nmPoints];
this.errors = new double[nCurves][nmPoints];
this.errorsCopy = new double[nCurves][nmPoints];
// Calculate curve lengths
// and check all individual curves have an equal number of abscissae and ordinates
int k = 0, l1 = 0, l2 = 0;
boolean testlen=true;
for(int i=0; i<nCurves; i++){
k=2*i;
testlen=true;
l1=cdata[k].length;
l2=cdata[k+1].length;
if(l1!=l2)throw new IllegalArgumentException("an x and y array length differ");
nPoints[i]=l1;
}
// Remove both abscissae and ordinates for points equal to dataFill
k=0;
boolean testopt=true;
for(int i=0; i<nCurves; i++){
testlen=true;
l1=nPoints[i];
while(testlen){
if(l1<0)throw new IllegalArgumentException("curve array index "+k+ ": blank array");
if(cdata[k][l1-1]==dataFill){
if(cdata[k+1][l1-1]==dataFill){
l1--;
testopt=false;
}
else{
testlen=false;
}
}
else{
testlen=false;
}
}
nPoints[i]=l1;
k+=2;
}
// initialize class data variables
k=0;
int kk=1;
for(int i=0; i<nCurves; i++){
// reverse order if all abscissae are in descending order
int rev = 1;
for(int j=1; j<nPoints[i]; j++){
if(cdata[k][j]<cdata[k][j-1])rev++;
}
if(rev==nPoints[i]){
double[] hold = new double[nPoints[i]];
for(int j=0; j<nPoints[i]; j++)hold[j] = cdata[k][j];
for(int j=0; j<nPoints[i]; j++)cdata[k][j] = hold[nPoints[i]-j-1];
for(int j=0; j<nPoints[i]; j++)hold[j] = cdata[k+1][j];
for(int j=0; j<nPoints[i]; j++)cdata[k+1][j] = hold[nPoints[i]-j-1];
}
// copy arrays
for(int j=0; j<nPoints[i]; j++){
this.data[k][j]=cdata[k][j];
this.data[k+1][j]=cdata[k+1][j];
this.copy[k][j]=cdata[k][j];
this.copy[k+1][j]=cdata[k+1][j];
}
this.lineOpt[i] = 1;
this.dashLength[i] = 5;
this.trimOpt[i] = false;
if(this.lineOpt[i]==1)trimOpt[i] = true;
this.minMaxOpt[i]=true;
this.pointSize[i]= 6;
this.errorBar[i]= false;
this.pointOpt[i] = kk;
k+=2;
kk++;
if(kk>npTypes)kk = 1;
}
}
// sort x elements into ascending order with matching switches ofy elements
// using selection sort method
public static double[][] selectionSort(double[][] aa){
int index = 0;
int lastIndex = -1;
int n = aa[0].length;
double holdx = 0.0D;
double holdy = 0.0D;
double[][] bb = new double[2][n];
for(int i=0; i<n; i++){
bb[0][i]=aa[0][i];
bb[1][i]=aa[1][i];
}
while(lastIndex != n-1){
index = lastIndex+1;
for(int i=lastIndex+2; i<n; i++){
if(bb[0][i]<bb[0][index]){
index=i;
}
}
lastIndex++;
holdx=bb[0][index];
bb[0][index]=bb[0][lastIndex];
bb[0][lastIndex]=holdx;
holdy=bb[1][index];
bb[1][index]=bb[1][lastIndex];
bb[1][lastIndex]=holdy;
}
return bb;
}
//Create a data array initialised to dataFill;
public static double[][] data(int n, int m){
double[][] d = new double[2*n][m];
for(int i=0; i<2*n; i++){
for(int j=0; j<m; j++){
d[i][j]=dataFill;
}
}
return d;
}
//Change the value used to initialise the datarray
public static void setDataFillValue(double dataFill){
Plot.dataFill=dataFill;
}
//Get the value used to initialise the datarray
public static double getDataFillValue(){
return Plot.dataFill;
}
// Enter primary graph title
public void setGraphTitle(String graphTitle){
this.graphTitle=graphTitle;
}
// Enter second line to graph title
public void setGraphTitle2(String graphTitle2){
this.graphTitle2=graphTitle2;
}
// Enter x axis legend
public void setXaxisLegend(String xAxisLegend){
this.xAxisLegend=xAxisLegend;
}
// Enter y axis legend
public void setYaxisLegend(String yAxisLegend){
this.yAxisLegend=yAxisLegend;
}
// Enter x axis unit name
public void setXaxisUnitsName(String xAxisUnits){
this.xAxisUnits=xAxisUnits;
this.noXunits=false;
}
// Enter y axis unit name
public void setYaxisUnitsName(String yAxisUnits){
this.yAxisUnits=yAxisUnits;
this.noYunits=false;
}
// Get pixel length of the x axis
public int getXaxisLen(){
return this.xLen;
}
// Get pixel length of the y axis
public int getYaxisLen(){
return this.yLen;
}
// Get pixel start of the x axis
public int getXlow(){
return this.xBot;
}
// Get pixel end of the y axis
public int getYhigh(){
return this.yTop;
}
// Get point size in pixels
public int[] getPointsize(){
return this.pointSize;
}
// Get dash length in pixels
public int[] getDashlength(){
return this.dashLength;
}
// Get the x axis low factor
public double getXlowFac(){
return 1.0D-this.xLowFac;
}
// Get the y axis low factor
public double getYlowFac(){
return 1.0D-this.yLowFac;
}
// Get the x axis minimum value
public double getXmin(){
return this.xMin;
}
// Get the x axis maximum value
public double getXmax(){
return this.xMax;
}
// Get the y axis minimum value
public double getYmin(){
return this.yMin;
}
// Get the y axis maximum value
public double getYmax(){
return this.yMax;
}
// get line plotting option
public int[] getLine(){
return this.lineOpt;
}
// Get point plotting options
public int[] getPoint(){
return this.pointOpt;
}
// Get the number of points to be used in the cubic spline interpolation
public int getNiPoints(){
return this.niPoints;
}
// Get font size
public int getFontSize(){
return this.fontSize;
}
// Reset pixel length of the x axis
public void setXaxisLen(int xLen){
this.xLen=xLen;
this.update();
}
// Reset pixel length of the y axis
public void setYaxisLen(int yLen){
this.yLen=yLen;
this.update();
}
// Reset pixel start of the x axis
public void setXlow(int xBot){
this.xBot=xBot;
this.update();
}
// Reset pixel end of the y axis
public void setYhigh(int yTop){
this.yTop=yTop;
this.update();
}
// Reset the x axis low factor
public void setXlowFac(double xLowFac){
this.xLowFac=1.0D-xLowFac;
}
// Reset the y axis low factor
public void setYlowFac(double yLowFac){
this.yLowFac=1.0D-yLowFac;
}
// Reset the x axis offset option
public void setNoXoffset(boolean noXoffset){
this.noXoffset=noXoffset;
}
// Reset the y axis offset option
public void setNoYoffset(boolean noYoffset){
this.noYoffset=noYoffset;
}
// Reset both the x and y axis offset options to the same optio
public void setNoOffset(boolean nooffset){
this.noXoffset=nooffset;
this.noYoffset=nooffset;
}
// Get the x axis offset option
public boolean getNoXoffset(){
return this.noXoffset;
}
// RGet the y axis offset option
public boolean getNoYoffset(){
return this.noYoffset;
}
// Update axis pixel position parameters
protected void update(){
this.xTop = this.xBot + this.xLen;
this.yBot = this.yTop + this.yLen;
}
// Overwrite line plotting option with different options for individual curves
public void setLine(int[] lineOpt){
int n=lineOpt.length;
if(n!=nCurves)throw new IllegalArgumentException("input array of wrong length");
for(int i=0; i<n; i++)if(lineOpt[i]<0 || lineOpt[i]>4)throw new IllegalArgumentException("lineOpt must be 0, 1, 2, 3 or 4");
this.lineOpt=lineOpt;
// check if data supports cubic spline interpolation if lineOpt = 1 or 2
for(int i=0; i<this.lineOpt.length; i++){
if(this.lineOpt[i]==1 || this.lineOpt[i]==2){
// check if some points reverse direction
boolean test0 = false;
for(int j=1; j<this.nPoints[i]; j++){
if(data[i][j]<data[i][j-1])test0=true;
}
if(test0){
// check if y all in ascending order
int rev = 1;
for(int j=1; j<nPoints[i]; j++){
if(data[2*i][j]>data[2*i][j-1])rev++;
}
if(rev==nPoints[i]){
lineOpt[i]=-lineOpt[i];
}
else{
// check if y all in descending order
rev = 1;
for(int j=1; j<nPoints[i]; j++){
if(data[2*i][j]<data[2*i][j-1])rev++;
}
if(rev==nPoints[i]){
// reverse order of y
double[] hold = new double[nPoints[i]];
for(int j=0; j<nPoints[i]; j++)hold[j] = data[i][j];
for(int j=0; j<nPoints[i]; j++)data[i][j] = hold[nPoints[i]-j-1];
for(int j=0; j<nPoints[i]; j++)hold[j] = data[2*i][j];
for(int j=0; j<nPoints[i]; j++)data[2*i][j] = hold[nPoints[i]-j-1];
this.lineOpt[i] = - lineOpt[i];
}
else{
System.out.println("Curve "+i+" will not support interpolation");
System.out.println("Straight connecting line option used");
if(this.lineOpt[i]==1) this.lineOpt[i] = 3;
if(this.lineOpt[i]==2) this.lineOpt[i] = 4;
}
}
}
}
}
}
// Overwrite line plotting option with a single option for all curves
public void setLine(int slineOpt){
if(slineOpt<0 || slineOpt>3)throw new IllegalArgumentException("lineOpt must be 0, 1, 2 or 3");
for(int i=0; i<this.nCurves; i++)this.lineOpt[i]=slineOpt;
}
// Overwrite dash length with different options for individual curves
public void setDashLength(int[] dashLength){
if(dashLength.length!=nCurves)throw new IllegalArgumentException("input array of wrong length");
this.dashLength=dashLength;
}
// Overwrite dashLength with a single option for all curves
public void setDashLength(int sdashLength){
for(int i=0; i<this.nCurves; i++)this.dashLength[i]=sdashLength;
}
// Overwrite point plotting option with different options for individual curves
public void setPoint(int[] pointOpt){
int n=pointOpt.length;
if(n!=nCurves)throw new IllegalArgumentException("input array of wrong length");
for(int i=0; i<n; i++)if(pointOpt[i]<0 || pointOpt[i]>8)throw new IllegalArgumentException("pointOpt must be 0, 1, 2, 3, 4, 5, 6, 7, or 8");
this.pointOpt=pointOpt;
}
// Overwrite point plotting option with a single option for all curves
public void setPoint(int spointOpt){
if(spointOpt<0 || spointOpt>8)throw new IllegalArgumentException("pointOpt must be 0, 1, 2, 3, 4, 5, 6, 7, or 8");
for(int i=0; i<this.nCurves; i++)this.pointOpt[i]=spointOpt;
}
// Overwrite point size with different options for individual curves
public void setPointSize(int[] mpointSize){
if(mpointSize.length!=nCurves)throw new IllegalArgumentException("input array of wrong length");
for(int i=0; i<this.nCurves; i++){
if(mpointSize[i]!=(mpointSize[i]/2)*2)mpointSize[i]++;
this.pointSize[i]=mpointSize[i];
}
}
// Overwrite point size with a single option for all curves
public void setPointSize(int spointSize){
if(spointSize%2!=0)spointSize++;
for(int i=0; i<this.nCurves; i++)this.pointSize[i]=spointSize;
}
// Set errorBar values
// Must set each curve individually
// nc is the curve identifier (remember curves start at 0)
// err are the error bar values which should be an estimate of the standard devition of the experimental point
public void setErrorBars(int nc, double[] err){
if(err.length!=this.nPoints[nc])throw new IllegalArgumentException("input array of wrong length");
this.errorBar[nc] = true;
for(int i=0; i<this.nPoints[nc]; i++){
this.errors[nc][i] = err[i];
this.errorsCopy[nc][i] = err[i];
}
}
// overwrite the number of points to be used in the cubic spline interpolation
public void setNiPoints(int niPoints){
this.niPoints=niPoints;
}
// overwrite the font size
public void setFontSize(int fontSize){
this.fontSize=fontSize;
}
// overwrite the trim option
public void setTrimOpt(boolean[] trim){
this.trimOpt=trim;
}
// overwrite the minMaxOpt option
public void setMinMaxOpt(boolean[] minmax){
this.minMaxOpt=minmax;
}
// Calculate scaling factors
public static int scale(double mmin, double mmax){
int fac=0;
double big=0.0D;
boolean test=false;
if(mmin>=0.0 && mmax>0.0){
big=mmax;
test=true;
}
else{
if(mmin<0.0 && mmax<=0.0){
big=-mmin;
test=true;
}
else{
if(mmax>0.0 && mmin<0.0){
big=Math.max(mmax, -mmin);
test=true;
}
}
}
if(test){
if(big>100.0){
while(big>1.0){
big/=10.0;
fac--;
}
}
if(big<=0.01){
while(big<=0.10){
big*=10.0;
fac++;
}
}
}
return fac;
}
// Set low value on axis
public static void limits(double low, double high, double lowfac, double[]limits){
double facl = 1.0D;
double fach = 1.0D;
if(Math.abs(low)<1.0D)facl=10.0D;
if(Math.abs(low)<0.1D)facl=100.0D;
if(Math.abs(high)<1.0D)fach=10.0D;
if(Math.abs(high)<0.1D)fach=100.0D;
double ld=Math.floor(10.0*low*facl)/facl;
double hd=Math.ceil(10.0*high*fach)/fach;
if(ld>=0.0D && hd>0.0D){
if(ld<lowfac*hd){
ld=0.0;
}
}
if(ld<0.0D && hd<=0.0D){
if(-hd <= -lowfac*ld){
hd=0.0;
}
}
limits[0] = ld/10.0;
limits[1] = hd/10.0;
}
// Calculate axis offset value
public static double offset(double low, double high){
double diff = high - low;
double sh = Fmath.sign(high);
double sl = Fmath.sign(low);
double offset=0.0D;
int eh=0, ed=0;
if(sh == sl){
ed=(int)Math.floor(Fmath.log10(diff));
if(sh==1){
eh=(int)Math.floor(Fmath.log10(high));
if(eh-ed>1)offset = Math.floor(low*Math.pow(10, -ed))*Math.pow(10,ed);
}
else{
eh=(int)Math.floor(Fmath.log10(Math.abs(low)));
if(eh-ed>1)offset = Math.floor(high*Math.pow(10, -ed))*Math.pow(10,ed);
}
}
return offset;
}
// Calculate scaling and offset values for both axes
public void axesScaleOffset(){
double[] limit = new double[2];
// tranfer data from copy to enable redrawing
int k=0;
for(int i=0; i<nCurves; i++){
for(int j=0; j<nPoints[i]; j++){
this.data[k][j]=this.copy[k][j];
this.data[k+1][j]=this.copy[k+1][j];
this.errors[i][j]=this.errorsCopy[i][j];
if(this.errorBar[i])this.errors[i][j]+=this.data[k+1][j];
}
k+=2;
}
// Find mimium and maximum data values
minMax();
// Calculate x axis offset values and subtract it from the data
if(!noXoffset)this.xOffset=offset(this.xMin, this.xMax);
if(this.xOffset!=0.0){
k=0;
for(int i=0; i<this.nCurves; i++){
for(int j=0; j<this.nPoints[i]; j++){
this.data[k][j] -= this.xOffset;
}
k+=2;
}
this.xMin -= this.xOffset;
this.xMax -= this.xOffset;
}
// Calculate y axis offset values and subtract it from the data
if(!noYoffset)this.yOffset=offset(this.yMin, this.yMax);
if(this.yOffset!=0.0){
k=1;
for(int i=0; i<this.nCurves; i++){
for(int j=0; j<this.nPoints[i]; j++){
this.data[k][j] -= this.yOffset;
if(this.errorBar[i])this.errors[i][j] -= this.yOffset;
}
k+=2;
}
this.yMin -= this.yOffset;
this.yMax -= this.yOffset;
}
// Calculate x axes scale values and scale data
this.xFac = scale(this.xMin, this.xMax);
if(this.xFac!=0){
k=0;
for(int i=0; i<this.nCurves; i++){
for(int j=0; j<this.nPoints[i]; j++){
this.data[k][j] *= Math.pow(10, this.xFac+1);
}
k+=2;
}
this.xMin *= Math.pow(10, this.xFac+1);
this.xMax *= Math.pow(10, this.xFac+1);
}
// Calculate y axes scale values and scale data
this.yFac = scale(this.yMin, this.yMax);
if(this.yFac!=0){
k=1;
for(int i=0; i<this.nCurves; i++){
for(int j=0; j<this.nPoints[i]; j++){
this.data[k][j] *= Math.pow(10, yFac+1);
if(this.errorBar[i])this.errors[i][j] *= Math.pow(10, this.yFac+1);
}
k+=2;
}
this.yMin *= Math.pow(10, this.yFac+1);
this.yMax *= Math.pow(10, this.yFac+1);
}
// Calculate scaled low and high values
// x axis
limits(this.xMin, this.xMax, this.xLowFac, limit);
this.xLow = limit[0];
this.xHigh = limit[1];
if(xLow<0 && xHigh>0)xZero=true;
// y axis
limits(this.yMin, this.yMax, this.yLowFac, limit);
this.yLow = limit[0];
this.yHigh = limit[1];
if(yLow<0 && yHigh>0)yZero=true;
// Calculate tick parameters
// x axis
this.xTicks = ticks(this.xLow, this.xHigh, this.xAxisNo, this.xAxisChar);
this.xHigh = this.xAxisNo[this.xTicks-1];
if(this.xLow!=this.xAxisNo[0]){
if(this.xOffset!=0.0D){
this.xOffset = this.xOffset - this.xLow + this.xAxisNo[0];
}
this.xLow = this.xAxisNo[0];
}
// y axis
this.yTicks = ticks(this.yLow, this.yHigh, this.yAxisNo, this.yAxisChar);
this.yHigh = this.yAxisNo[this.yTicks-1];
if(this.yLow!=this.yAxisNo[0]){
if(this.yOffset!=0.0D){
this.yOffset = this.yOffset - this.yLow + this.yAxisNo[0];
}
this.yLow = this.yAxisNo[0];
}
}
// Calculate axis ticks and tick values
public static int ticks(double low, double high, double[] tickval, String[] tickchar){
// Find range
int[] trunc = {1, 1, 1, 2, 3};
double[] scfac1 = {1.0, 10.0, 1.0, 0.1, 0.01};
double[] scfac2 = {1.0, 1.0, 0.1, 0.01, 0.001};
double rmax = Math.abs(high);
double temp = Math.abs(low);
if(temp>rmax)rmax = temp;
int range = 0;
if(rmax<=100.0D){
range = 1;
}
if(rmax<=10.0D){
range = 2;
}
if(rmax<=1.0D){
range = 3;
}
if(rmax<=0.1D){
range = 4;
}
if(rmax>100.0D || rmax<0.01)range = 0;
// Calculate number of ticks
double inc = 0.0D;
double bot = 0.0D;
double top = 0.0D;
int sgn = 0;
int dirn = 0;
if(high>0.0D && low>=0.0D){
inc = Math.ceil((high-low)/scfac1[range])*scfac2[range];
dirn = 1;
bot = low;
top = high;
sgn = 1;
}
else{
if(high<=0 && low<0.0D){
inc = Math.ceil((high-low)/scfac1[range])*scfac2[range];
dirn = -1;
bot = high;
top = low;
sgn = -1;
}
else{
double up = Math.abs(Math.ceil(high));
double down = Math.abs(Math.floor(low));
int np = 0;
if(up>=down){
dirn = 2;
np = (int)Math.rint(10.0*up/(up+down));
inc = Math.ceil((high*10/np)/scfac1[range])*scfac2[range];
bot = 0.0D;
top = high;
sgn = 1;
}
else{
dirn = -2;
np = (int)Math.rint(10.0D*down/(up+down));
inc = Math.ceil((Math.abs(low*10/np))/scfac1[range])*scfac2[range];
bot = 0.0D;
top = low;
sgn = -1;
}
}
}
int nticks = 1;
double sum = bot;
boolean test = true;
while(test){
sum = sum + sgn*inc;
nticks++;
if(Math.abs(sum)>=Math.abs(top))test=false;
}
// Calculate tick values
int npExtra = 0;
double[] ttickval = null;;
switch(dirn){
case 1: ttickval = new double[nticks];
tickval[0]=Fmath.truncate(low, trunc[range]);
for(int i=1; i<nticks; i++){
tickval[i] = Fmath.truncate(tickval[i-1]+inc, trunc[range]);
}
break;
case -1: ttickval = new double[nticks];
ttickval[0]=Fmath.truncate(high, trunc[range]);
for(int i=1; i<nticks; i++){
ttickval[i] = Fmath.truncate(ttickval[i-1]-inc, trunc[range]);
}
ttickval = Fmath.reverseArray(ttickval);
for(int i=0; i<nticks; i++)tickval[i] = ttickval[i];
break;
case 2: npExtra = (int)Math.ceil(-low/inc);
nticks += npExtra;
ttickval = new double[nticks];
tickval[0]=Fmath.truncate(-npExtra*inc, trunc[range]);
for(int i=1; i<nticks; i++){
tickval[i] = Fmath.truncate(tickval[i-1]+inc, trunc[range]);
}
break;
case -2: npExtra = (int)Math.ceil(high/inc);
nticks += npExtra;
ttickval = new double[nticks];
ttickval[0]=Fmath.truncate(npExtra*inc, trunc[range]);
for(int i=1; i<nticks; i++){
ttickval[i] = Fmath.truncate(ttickval[i-1]-inc, trunc[range]);
}
ttickval = Fmath.reverseArray(ttickval);
for(int i=0; i<nticks; i++)tickval[i] = ttickval[i];
break;
}
// set String form of tick values
for(int i=0; i<nticks; i++){
tickchar[i] = String.valueOf(tickval[i]);
tickchar[i] = tickchar[i].trim();
}
return nticks;
}
// Find minimum and maximum x and y values
public void minMax(){
boolean test = true;
int ii=0;
while(test){
if(this.minMaxOpt[ii]){
test=false;
this.xMin=this.data[2*ii][0];
this.xMax=this.data[2*ii][0];
this.yMin=this.data[2*ii+1][0];
if(this.errorBar[ii])this.yMin=2.0D*this.yMin-this.errors[ii][0];
this.yMax=this.data[2*ii+1][0];
if(this.errorBar[ii])this.yMax=errors[ii][0];
}
else{
ii++;
if(ii>nCurves)throw new IllegalArgumentException("At least one curve must be included in the maximum/minimum calculation");
}
}
int k=0;
double yMint=0.0D, yMaxt=0.0D;
for(int i=0; i<this.nCurves; i++){
if(minMaxOpt[i]){
for(int j=0; j<this.nPoints[i]; j++){
if(this.xMin>this.data[k][j])this.xMin=this.data[k][j];
if(this.xMax<this.data[k][j])this.xMax=this.data[k][j];
yMint=this.data[k+1][j];
if(errorBar[i])yMint=2.0D*yMint-errors[i][j];
if(this.yMin>yMint)this.yMin=yMint;
yMaxt=this.data[k+1][j];
if(errorBar[i])yMaxt=errors[i][j];
if(this.yMax<yMaxt)this.yMax=yMaxt;
}
}
k+=2;
}
if(this.xMin==this.xMax){
if(this.xMin==0.0D){
this.xMin=0.1D;
this.xMax=0.1D;
}
else{
if(this.xMin<0.0D){
this.xMin=this.xMin*1.1D;
}
else{
this.xMax=this.xMax*1.1D;
}
}
}
if(this.yMin==this.yMax){
if(this.yMin==0.0D){
this.yMin=0.1D;
this.yMax=0.1D;
}
else{
if(this.yMin<0.0D){
this.yMin=this.yMin*1.1D;
}
else{
this.yMax=this.yMax*1.1D;
}
}
}
}
// Convert offset value to a string and reformat if in E format
protected static String offsetString(double offset){
String stroffset = String.valueOf(offset);
String substr1="", substr2="", substr3="";
String zero ="0";
int posdot = stroffset.indexOf('.');
int posexp = stroffset.indexOf('E');
if(posexp==-1){
return stroffset;
}
else{
substr1 = stroffset.substring(posexp+1);
int n = Integer.parseInt(substr1);
substr1 = stroffset.substring(0,posexp);
if(n>=0){
for(int i=0; i<n; i++){
substr1 = substr1 + zero;
}
return substr1;
}
else{
substr2 = substr1.substring(0, posdot+1);
substr3 = substr1.substring(posdot+1);
for(int i=0; i<-n; i++){
substr2 = substr1 + zero;
}
substr2 = substr2 + substr3;
return substr2;
}
}
}
// check whether point in line segment is to be drawn
public boolean printCheck(boolean trim, int xoldpoint, int xnewpoint, int yoldpoint, int ynewpoint){
boolean btest2=true;
if(trim){
if(xoldpoint<xBot)btest2=false;
if(xoldpoint>xTop)btest2=false;
if(xnewpoint<xBot)btest2=false;
if(xnewpoint>xTop)btest2=false;
if(yoldpoint>yBot)btest2=false;
if(yoldpoint<yTop)btest2=false;
if(ynewpoint>yBot)btest2=false;
if(ynewpoint<yTop)btest2=false;
}
return btest2;
}
// Draw graph
public void graph(Graphics g){
// Set font type and size
g.setFont(new Font("serif", Font.PLAIN, this.fontSize));
FontMetrics fm = g.getFontMetrics();
// calculation of all graphing parameters and data scaling
axesScaleOffset();
// Draw title, legends and axes
String xoffstr = offsetString(xOffset);
String yoffstr = offsetString(yOffset);
String bunit1 = " /( ";
String bunit2 = " )";
String bunit3 = " / ";
String bunit4 = " ";
String bunit5 = " x 10";
String bunit6 = "10";
String nounit = " ";
String xbrack1 = bunit1;
String xbrack2 = bunit2;
String xbrack3 = bunit5;
if(this.xFac==0){
xbrack1 = bunit3;
xbrack2 = "";
xbrack3 = "";
}
String ybrack1 = bunit1;
String ybrack2 = bunit2;
String ybrack3 = bunit5;
if(this.yFac==0){
ybrack1 = bunit3;
ybrack2 = "";
ybrack3 = "";
}
if(noXunits){
if(xFac==0){
xbrack1=nounit;
xbrack2=nounit;
xbrack3=nounit;
}
else{
xbrack1=bunit3;
xbrack2=bunit4;
xbrack3=bunit6;
}
}
if(noYunits){
if(yFac==0){
ybrack1=nounit;
ybrack2=nounit;
ybrack3=nounit;
}
else{
ybrack1=bunit3;
ybrack2=bunit4;
ybrack3=bunit6;
}
}
double xLen=xTop-xBot;
double yLen=yBot-yTop;
// Print title
String sp = " + ", sn = " - ";
String ss=sn;
g.drawString(this.graphTitle+" ", 15,15);
g.drawString(this.graphTitle2+" ", 15,35);
if(this.xOffset<0){
ss=sp;
xOffset=-xOffset;
}
// Print legends
int sw=0;
String ssx="", ssy="", sws1="", sws2="";
if(this.xFac==0 && this.xOffset==0){
g.drawString(this.xAxisLegend+xbrack1+this.xAxisUnits+xbrack2, xBot-4,yBot+32);
}
else{
if(this.xOffset==0){
ssx = this.xAxisLegend + xbrack1 + this.xAxisUnits + xbrack3;
sw = fm.stringWidth(ssx);
g.drawString(ssx, xBot-4,yBot+42);
sws1=String.valueOf(-this.xFac-1);
g.drawString(sws1, xBot-4+sw+1,yBot+32);
sw += fm.stringWidth(sws1);
g.drawString(xbrack2, xBot-4+sw+1,yBot+42);
}
else{
if(this.xFac==0){
g.drawString(this.xAxisLegend + ss + xoffstr + xbrack1+this.xAxisUnits+xbrack2, xBot-4,yBot+30);
}
else{
ssx = this.xAxisLegend + ss + xoffstr + xbrack1+this.xAxisUnits+xbrack3;
sw = fm.stringWidth(ssx);
g.drawString(ssx, xBot-4,yBot+37);
sws1 = String.valueOf(-this.xFac-1);
g.drawString(sws1, xBot-4+sw+1,yBot+32);
sw += fm.stringWidth(sws1);
g.drawString(xbrack2, xBot-4+sw+1,yBot+37);
}
}
}
ss=sn;
if(yOffset<0){
ss=sp;
yOffset=-yOffset;
}
if(yFac==0 && yOffset==0){
g.drawString(this.yAxisLegend+" ", 15,yTop-25);
g.drawString(ybrack1+this.yAxisUnits+ybrack2, 15,yTop-10);
}
else{
if(yOffset==0){
g.drawString(this.yAxisLegend, 15,yTop-35);
sws1 = ybrack1+this.yAxisUnits + ybrack3;
g.drawString(sws1, 15,yTop-15);
sw = fm.stringWidth(sws1);
sws2=String.valueOf(-this.yFac-1);
g.drawString(sws2, 15+sw+1,yTop-20);
sw += fm.stringWidth(sws2);
g.drawString(ybrack2, 15+sw+1,yTop-15);
}
else{
if(yFac==0){
g.drawString(this.yAxisLegend + ss + yoffstr, 15,yTop-25);
g.drawString(ybrack1+this.yAxisUnits+ybrack2, 15,yTop-10);
}
else{
ssy = this.yAxisLegend + ss + yoffstr;
g.drawString(ssy, 15,yTop-35);
sws1 = ybrack1+this.yAxisUnits + ybrack3;
g.drawString(sws1, 15,yTop-15);
sw = fm.stringWidth(sws1);
sws2=String.valueOf(-this.yFac-1);
g.drawString(sws2, 15+sw+1,yTop-20);
sw += fm.stringWidth(sws2);
g.drawString(ybrack2, 15+sw+1,yTop-15);
}
}
}
// Draw axes
int zdif=0, zold=0, znew=0, zzer=0;
double csstep=0.0D;
double xdenom=(double)(xHigh-xLow);
double ydenom=(double)(yHigh-yLow);
g.drawLine(xBot, yBot, xTop, yBot);
g.drawLine(xBot, yTop, xTop, yTop);
g.drawLine(xBot, yBot, xBot, yTop);
g.drawLine(xTop, yBot, xTop, yTop);
// Draw zero lines if drawn axes are not at zero and a zero value lies on an axis
if(xZero){
zdif=8;
zzer=xBot+(int)(((0.0-(double)xLow)/xdenom)*xLen);
g.drawLine(zzer,yTop,zzer,yTop+8);
g.drawLine(zzer,yBot,zzer,yBot-8);
zold=yTop;
while(zold+zdif<yBot){
znew=zold+zdif;
g.drawLine(zzer, zold, zzer, znew);
zold=znew+zdif;
}
}
if(yZero){
zdif=8;
zzer=yBot-(int)(((0.0-(double)yLow)/ydenom)*yLen);
g.drawLine(xBot,zzer,xBot+8,zzer);
g.drawLine(xTop,zzer,xTop-8,zzer);
zold=xBot;
while(zold+zdif<xTop){
znew=zold+zdif;
g.drawLine(zold, zzer, znew, zzer);
zold=znew+zdif;
}
}
// Draw tick marks and axis numbers
int xt=0;
//double xtep=(double)(xTop-xBot)/((double)(this.xTicks-1));
for(int ii=0; ii<this.xTicks; ii++)
{
xt=xBot+(int)(((this.xAxisNo[ii]-(double)xLow)/xdenom)*xLen);
g.drawLine(xt,yBot,xt,yBot-8);
g.drawLine(xt,yTop,xt,yTop+8);
g.drawString(xAxisChar[ii]+" ",xt-4,yBot+18);
}
int yt=0;
int yCharLenMax=yAxisChar[0].length();
for(int ii=1; ii<this.yTicks; ii++)if(yAxisChar[ii].length()>yCharLenMax)yCharLenMax=yAxisChar[ii].length();
int shift = (yCharLenMax-3)*5;
double ytep=(double)(-yTop+yBot)/((double)(this.yTicks-1));
for(int ii=0; ii<this.yTicks; ii++)
{
yt=yBot-(int)Math.round(ii*ytep);
yt=yBot-(int)(((this.yAxisNo[ii]-(double)yLow)/ydenom)*yLen);
g.drawLine(xBot,yt,xBot+8,yt);
g.drawLine(xTop,yt,xTop-8,yt);
g.drawString(yAxisChar[ii]+" ",xBot-30-shift,yt+4);
}
int dsum=0; // dashed line counter
boolean dcheck=true; // dashed line check
// Draw curves
int kk=0;
int xxp=0, yyp=0, yype=0;
int xoldpoint=0, xnewpoint=0, yoldpoint=0, ynewpoint=0;
int ps=0, psh=0, nxpoints=0;
double ics[]= new double[niPoints];
boolean btest2=true;
for(int i=0; i<this.nCurves; i++){
// cubic spline interpolation option
nxpoints=this.nPoints[i];
double xcs[]= new double[nxpoints];
double ycs[]= new double[nxpoints];
if(lineOpt[i]==1 || lineOpt[i]==2){
CubicSpline cs = new CubicSpline(this.nPoints[i]);
for(int ii=0; ii<nxpoints; ii++){
xcs[ii]=this.data[kk][ii];
}
csstep=(xcs[nxpoints-1]-xcs[0])/(niPoints-1);
ics[0]=xcs[0];
for(int ii=1; ii<niPoints; ii++){
ics[ii]=ics[ii-1]+csstep;
}
ics[niPoints-1] = xcs[nxpoints-1];
for(int ii=0; ii<nxpoints; ii++){
ycs[ii]=this.data[kk+1][ii];
}
cs.resetData(xcs, ycs);
cs.calcDeriv();
xoldpoint=xBot+(int)(((xcs[0]-(double)xLow)/xdenom)*xLen);
yoldpoint=yBot-(int)(((ycs[0]-(double)yLow)/ydenom)*yLen);
for(int ii=1; ii<niPoints; ii++){
xnewpoint=xBot+(int)(((ics[ii]-(double)xLow)/xdenom)*xLen);
ynewpoint=yBot-(int)(((cs.interpolate(ics[ii])-(double)yLow)/ydenom)*yLen);
btest2=printCheck(trimOpt[i], xoldpoint, xnewpoint, yoldpoint, ynewpoint);
if(btest2){
if(this.lineOpt[i]==2){
dsum++;
if(dsum>dashLength[i]){
dsum=0;
if(dcheck){
dcheck=false;
}
else{
dcheck=true;
}
}
}
if(dcheck)g.drawLine(xoldpoint,yoldpoint,xnewpoint,ynewpoint);
}
xoldpoint=xnewpoint;
yoldpoint=ynewpoint;
}
}
if(lineOpt[i]==-1 || lineOpt[i]==-2){
CubicSpline cs = new CubicSpline(this.nPoints[i]);
for(int ii=0; ii<nxpoints; ii++){
xcs[ii]=this.data[kk][ii];
}
for(int ii=0; ii<nxpoints; ii++){
ycs[ii]=this.data[kk+1][ii];
}
csstep=(ycs[nxpoints-1]-ycs[0])/(niPoints-1);
ics[0]=ycs[0];
for(int ii=1; ii<niPoints; ii++){
ics[ii]=ics[ii-1]+csstep;
}
ics[niPoints-1] = ycs[nxpoints-1];
cs.resetData(ycs, xcs);
cs.calcDeriv();
xoldpoint=xBot+(int)(((xcs[0]-(double)xLow)/xdenom)*xLen);
yoldpoint=yBot-(int)(((ycs[0]-(double)yLow)/ydenom)*yLen);
for(int ii=1; ii<niPoints; ii++){
ynewpoint=yBot+(int)(((ics[ii]-(double)yLow)/ydenom)*yLen);
xnewpoint=xBot-(int)(((cs.interpolate(ics[ii])-(double)xLow)/xdenom)*xLen);
btest2=printCheck(trimOpt[i], xoldpoint, xnewpoint, yoldpoint, ynewpoint);
if(btest2){
if(this.lineOpt[i]==2){
dsum++;
if(dsum>dashLength[i]){
dsum=0;
if(dcheck){
dcheck=false;
}
else{
dcheck=true;
}
}
}
if(dcheck)g.drawLine(xoldpoint,yoldpoint,xnewpoint,ynewpoint);
}
xoldpoint=xnewpoint;
yoldpoint=ynewpoint;
}
}
if(lineOpt[i]==3){
// Join points option
dsum=0;
dcheck=true;
xoldpoint=xBot+(int)((((this.data[kk][0])-(double)xLow)/xdenom)*xLen);
yoldpoint=yBot-(int)((((this.data[kk+1][0])-(double)yLow)/ydenom)*yLen);
for(int ii=1; ii<nxpoints; ii++){
xnewpoint=xBot+(int)((((this.data[kk][ii])-(double)xLow)/xdenom)*xLen);
ynewpoint=yBot-(int)((((this.data[kk+1][ii])-(double)yLow)/ydenom)*yLen);
if(btest2)g.drawLine(xoldpoint,yoldpoint,xnewpoint,ynewpoint);
xoldpoint=xnewpoint;
yoldpoint=ynewpoint;
}
}
if(lineOpt[i]==4){
// Join points with dotted line option
// lines between points
int[] lengths = new int[nxpoints-1];
double[] gradients = new double[nxpoints-1];
double[] intercepts = new double[nxpoints-1];
int totalLength = 0;
xoldpoint=xBot+(int)((((this.data[kk][0])-(double)xLow)/xdenom)*xLen);
yoldpoint=yBot-(int)((((this.data[kk+1][0])-(double)yLow)/ydenom)*yLen);
for(int ii=1; ii<nxpoints; ii++){
xnewpoint=xBot+(int)((((this.data[kk][ii])-(double)xLow)/xdenom)*xLen);
ynewpoint=yBot-(int)((((this.data[kk+1][ii])-(double)yLow)/ydenom)*yLen);
lengths[ii-1] = (int)Fmath.hypot((double)(xnewpoint-xoldpoint), (double)(ynewpoint-yoldpoint));
totalLength += lengths[ii-1];
gradients[ii-1] = (double)(ynewpoint-yoldpoint)/(double)(xnewpoint-xoldpoint);
intercepts[ii-1] = (double)yoldpoint - gradients[ii-1]*xoldpoint;
xoldpoint=xnewpoint;
yoldpoint=ynewpoint;
}
// number of points
int incrmt = totalLength/(4*niPoints-1);
int nlpointsold = 0;
int nlpointsnew = 0;
int totalLpoints = 1;
for(int ii=1; ii<nxpoints; ii++){
totalLpoints++;
nlpointsnew = lengths[ii-1]/incrmt;
for(int jj = nlpointsold+1; jj<(nlpointsnew + nlpointsold); jj++)totalLpoints ++;
nlpointsold = nlpointsold + nlpointsnew;
}
// fill arrays
int[] xdashed = new int[totalLpoints];
int[] ydashed = new int[totalLpoints];
nlpointsold = 0;
nlpointsnew = 0;
xdashed[0] = xBot+(int)((((this.data[kk][0])-(double)xLow)/xdenom)*xLen);
ydashed[0] = yBot-(int)((((this.data[kk+1][0])-(double)yLow)/ydenom)*yLen);
for(int ii=1; ii<nxpoints; ii++){
nlpointsnew = lengths[ii-1]/incrmt;
xdashed[nlpointsnew + nlpointsold] = xBot+(int)((((this.data[kk][ii])-(double)xLow)/xdenom)*xLen);
ydashed[nlpointsnew + nlpointsold] = yBot-(int)((((this.data[kk+1][ii])-(double)yLow)/ydenom)*yLen);
if(Math.abs(gradients[ii-1])>0.5){
int diff = (ydashed[nlpointsnew + nlpointsold] - ydashed[nlpointsold])/nlpointsnew;
for(int jj = nlpointsold+1; jj<(nlpointsnew + nlpointsold); jj++){
ydashed[jj] = ydashed[jj-1]+diff;
if(Fmath.isInfinity(Math.abs(gradients[ii-1]))){
xdashed[jj] = xdashed[nlpointsnew + nlpointsold];
}
else{
xdashed[jj] = (int)(((double)ydashed[jj] - intercepts[ii-1])/gradients[ii-1]);
}
}
}
else{
int diff = (xdashed[nlpointsnew + nlpointsold] - xdashed[nlpointsold])/nlpointsnew;
for(int jj = nlpointsold+1; jj<(nlpointsnew + nlpointsold); jj++){
xdashed[jj] = xdashed[jj-1]+diff;
ydashed[jj] = (int)(gradients[ii-1]*ydashed[jj] + intercepts[ii-1]);
}
}
nlpointsold = nlpointsold + nlpointsnew;
}
dsum=0;
dcheck=true;
for(int ii=1; ii<totalLpoints; ii++){
dsum++;
if(dsum>dashLength[i]){
dsum=0;
if(dcheck){
dcheck=false;
}
else{
dcheck=true;
}
}
if(dcheck)g.drawLine(xdashed[ii-1],ydashed[ii-1],xdashed[ii],ydashed[ii]);
}
}
// Plot points
if(pointOpt[i]>0){
for(int ii=0; ii<nxpoints; ii++){
ps=this.pointSize[i];
psh=ps/2;
xxp=xBot+(int)(((this.data[kk][ii]-(double)xLow)/xdenom)*xLen);
yyp=yBot-(int)(((this.data[kk+1][ii]-(double)yLow)/ydenom)*yLen);
switch(pointOpt[i]){
case 1: g.drawOval(xxp-psh, yyp-psh, ps, ps);
break;
case 2: g.drawRect(xxp-psh, yyp-psh, ps, ps);
break;
case 3: g.drawLine(xxp-psh, yyp, xxp, yyp+psh);
g.drawLine(xxp, yyp+psh, xxp+psh, yyp);
g.drawLine(xxp+psh, yyp, xxp, yyp-psh);
g.drawLine(xxp, yyp-psh, xxp-psh, yyp);
break;
case 4: g.fillOval(xxp-psh, yyp-psh, ps, ps);
break;
case 5: g.fillRect(xxp-psh, yyp-psh, ps, ps);
break;
case 6: for(int jj=0; jj<psh; jj++)g.drawLine(xxp-jj, yyp-psh+jj, xxp+jj, yyp-psh+jj);
for(int jj=0; jj<=psh; jj++)g.drawLine(xxp-psh+jj, yyp+jj, xxp+psh-jj, yyp+jj);
break;
case 7: g.drawLine(xxp-psh, yyp-psh, xxp+psh, yyp+psh);
g.drawLine(xxp-psh, yyp+psh, xxp+psh, yyp-psh);
break;
case 8: g.drawLine(xxp-psh, yyp, xxp+psh, yyp);
g.drawLine(xxp, yyp+psh, xxp, yyp-psh);
break;
default:g.drawLine(xxp-psh, yyp-psh, xxp+psh, yyp+psh);
g.drawLine(xxp-psh, yyp+psh, xxp+psh, yyp-psh);
break;
}
if(this.errorBar[i]){
yype=yBot-(int)(((errors[i][ii]-(double)yLow)/ydenom)*yLen);
g.drawLine(xxp, yyp, xxp, yype);
g.drawLine(xxp-4, yype, xxp+4, yype);
yype=2*yyp-yype;
g.drawLine(xxp, yyp, xxp, yype);
g.drawLine(xxp-4, yype, xxp+4, yype);
}
}
}
kk+=2;
}
}
}