GWT XY绘图

时间:2012-07-30 18:06:24

标签: java gwt

我正在寻找一个创建xy图的GWT api /示例。这是我在powerpoint中制作的示例图像。将会有另外两个图,如下面的示例,每个点都可以点击,然后在另一个图上突出显示。有没有办法在GWT中使用java而不是javascript这样做...我已经找到了很多摇摆演示和javascript,但是正在为gwt寻找纯粹的java。

非常感谢

enter image description here

4 个答案:

答案 0 :(得分:1)

你需要一个小组。 JPanel如果使用swing,Panel for gwt ...然后你就可以使用它。

或看看这是否有帮助

 package graphics;

 import java.awt.*;
 import java.awt.geom.*;
 import java.util.*;

public class GraficPainter
{
public final static Boolean drawMonitor = new Boolean(true);
public static final Stroke line = new BasicStroke();
public static final Stroke dashed = new BasicStroke(1, BasicStroke.CAP_BUTT,
                BasicStroke.JOIN_BEVEL, 1.0f, new float[] { 5.0f, 15.0f }, 0f);

public static void drawGrafic(Graphics2D g2, Point2D start, Point2D dim, boolean logx,
                boolean logy, ArrayList<Double>... lists)
{
    g2.setColor(Color.WHITE);
    g2.fillRect((int) start.getX(), (int) start.getY(), (int) dim.getX(), (int) dim
                    .getY());
    g2.setColor(Color.BLACK);
    g2.drawRect((int) start.getX(), (int) start.getY(), (int) dim.getX(), (int) dim
                    .getY());
    if (lists.length <= 0) return;
    if (lists[0].size() <= 1) return;
    synchronized (drawMonitor)
    {
        double max = Double.NEGATIVE_INFINITY;// 2.0/(Mode.teamNb+1);//Double.NEGATIVE_INFINITY;
        double min = Double.POSITIVE_INFINITY;
        final int PODEOCI = 10;
        for (ArrayList<Double> list : lists)
            for (double d : list)
            {
                max = Math.max(max, d);
                min = Math.min(min, d);
            }
        g2.translate(start.getX(), start.getY());
        Path2D[] paths = new Path2D[lists.length];
        for (int i = 0; i < lists.length; i++)
            paths[i] = new Path2D.Double();
        int maxxx = (true | !logx) ? lists[0].size() : Math.max(16, Integer
                        .highestOneBit(lists[0].size()) << 1);
        double dx = dim.getX() / scaleX(maxxx, 1, logx);
        double dy = dim.getY()
                        / (scaleY(max, 1, min, logy) - scaleY(min, 1, min, logy));
        // pochetak X
        g2.drawString("0", 0, (int) (1.04 * dim.getY()));
        // podeoci X
        if (logx)
        {
            g2.setStroke(dashed);
            for (int i = 10; i * 1.1 < maxxx; i *= 10)
            {
                int pozx = (int) scaleX(i, dx, logx);
                g2.drawString(i + "", pozx - 10, (int) (1.04 * dim.getY()));
                g2.drawLine(pozx, 0, pozx, (int) dim.getY());
            }
            for (int i = 20; i * 1.1 < maxxx; i *= 10)
            {
                int pozx = (int) scaleX(i, dx, logx);
                g2.drawString(i + "", pozx - 10, (int) (1.04 * dim.getY()));
                g2.drawLine(pozx, 0, pozx, (int) dim.getY());
            }
            for (int i = 5; i * 1.1 < maxxx; i *= 10)
            {
                int pozx = (int) scaleX(i, dx, logx);
                g2.drawString(i + "", pozx - 10, (int) (1.04 * dim.getY()));
                g2.drawLine(pozx, 0, pozx, (int) dim.getY());
            }
            g2.setStroke(line);
        } else
        {
            for (int i = 1; i < PODEOCI; i++)
                g2.drawString(i * maxxx / PODEOCI + "", (int) scaleX(i
                                * maxxx / PODEOCI, dx, logx),
                                (int) (1.04 * dim.getY()));
        }
        // kraj X
        g2.drawString(maxxx + "", (int) (0.98 * dim.getX()), (int) (1.04 * dim
                        .getY()));
        // ------------------
        // pochetak Y
        g2.drawString(String.format("%5.3f", -min), -50, (int) (0.01 * dim.getY()));
        // podeoci Y
        for (int i = 1; i < PODEOCI; i++)
            g2.drawString(String.format("%5.3f", (-min + i * (-max + min)
                            / PODEOCI)), -50, (int) scaleY((min + (max - min)
                            * i / PODEOCI), dy, min, logy));
        // kraj Y
        g2.drawString(String.format("%5.3f", -max), -50, (int) (0.99 * dim.getY()));
        for (int i = 0; i < lists.length; i++)
            paths[i].moveTo(scaleX(0, dx, logx), scaleY(lists[i].get(0), dy,
                            min, logy));
        int step = Math.max(1, Integer.highestOneBit(lists[0].size()) >> 8);
        for (int k = 0; k < lists.length; k++)
            for (int i = 1; i < lists[k].size(); i += (i > 128) ? step : 1)
                paths[k].lineTo(scaleX(i, dx, logx), scaleY(
                                lists[k].get(i), dy, min, logy));
        for (int k = lists.length - 1; k >= 0; k--)
        {
            g2.setColor(colors[k]);
            g2.draw(paths[k]);
        }
        g2.translate(-start.getX(), -start.getY());
        // System.out.println(min + " " + max);
    }
}

public static final Color[] colors = new Color[] { Color.BLUE, Color.RED,
                new Color(100, 100, 100), new Color(0, 170, 0), Color.PINK };

private static double scaleX(double x, double dx, boolean logx)
{
    return logx ? scaleLogShift(x, dx, 10) : scaleLin(x, dx);
}

private static double scaleY(double y, double dy, double min, boolean logy)
{
    return logy ? scaleLogShift(y, dy, 10) : scaleLin(y - min, dy);
}

private static double scaleLog(double v, double dv)
{
    return Math.log(v + 1) * dv;
}

private static double scaleLogShift(double v, double dv, double shift)
{
    return (Math.log(v + 1 + shift) - Math.log(shift + 1)) * dv;
}

private static double scaleLin(double v, double dv)
{
    return v * dv;
}
}

希望它确实;)

在主应用程序中使用它......

  @Override
public void paint(Graphics g) {
    super.paint(g);
    Graphics2D g2 = (Graphics2D) g;
    g2.setBackground(Color.WHITE);

    GraficPainter.drawGrafic(g2, new Point2D.Double(800, 50), new Point2D.Double(300, 400), false, false, freal,findiv);        

    if (end) {                  
        simulacija.repaint();
    }
}

这是非常古老的代码(大学时代),但它的工作非常简洁。

答案 1 :(得分:1)

Google Charts API GWT小部件可能符合您的需求。特别是,您可以修改Scatter chart以满足您的要求。

答案 2 :(得分:1)

您可以尝试使用gFlot库在GWT中构建图表。至于我,它比Google Charts API更简单,它提供了构建XY图表的各种可能性。

答案 3 :(得分:0)

raphael4gwt支持多种图表类型(http://g.raphaeljs.com/)。还可以让您轻松绘制任何基于矢量的图形。它基于SVG和IE <9.0上的VML,因此您不应该遇到浏览器问题。