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C# PointPairList.InterpolateX方法代码示例

本文整理汇总了C#中ZedGraph.PointPairList.InterpolateX方法的典型用法代码示例。如果您正苦于以下问题:C# PointPairList.InterpolateX方法的具体用法?C# PointPairList.InterpolateX怎么用?C# PointPairList.InterpolateX使用的例子?那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在ZedGraph.PointPairList的用法示例。


在下文中一共展示了PointPairList.InterpolateX方法的3个代码示例,这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞,您的评价将有助于系统推荐出更棒的C#代码示例。

示例1: CreateGraph_DifferencePlot

        // Simple plot with interpolated difference curve
        private void CreateGraph_DifferencePlot( ZedGraphControl z1 )
        {
            GraphPane myPane = z1.GraphPane;

            // Generate the first data set
            PointPairList list1 = new PointPairList();
            for ( int i = 0; i < 13; i++ )
            {
                double x = i + 11.0;
                double y = 150.0 * ( 1.0 + Math.Sin( i * 0.3 ) );
                list1.Add( x, y );
            }

            // Generate a second data set that is unrelated to the first
            PointPairList list2 = new PointPairList();
            for ( int i = 0; i < 15; i++ )
            {
                double x = i * 1.2 + 10.0;
                double y = 250.0 * ( 1.0 + Math.Sin( x * 0.5 ) );

                list2.Add( x, y );
            }

            // Make sure the data are sorted and monotonically increasing
            list1.Sort();
            list2.Sort();
            // Get the lower and upper limit of the data
            // This code can throw an exception if either list is empty
            double xMin = Math.Min( list1[0].X, list2[0].X );
            double xMax = Math.Max( list1[list1.Count - 1].X, list2[list2.Count - 1].X );

            // Create a new list that will hold the difference points
            PointPairList diffList = new PointPairList();

            // Select the number of points for the new difference curve
            // This is completely arbitrary, but more points will make it smoother in the
            // case of SplineInterpolation
            const int count = 50;

            // Loop for each data point to be created in the new PointPairList
            for ( int i=0; i<count; i++ )
            {
                // Calculated X values are evenly spaced
                double x = xMin + (double) i * ( xMax - xMin ) / count;

                // Use spline interpolation to create the Y values for the new curve
                // Note that this allows extrapolation beyond the actual data available
                // A tension value of 0.5 is used, but anywhere between 0 and 1 is reasonable
                //double y = list1.InterpolateX( x );
                double y1 = list1.InterpolateX( x );
                double y2 = list2.SplineInterpolateX( x, 0.5 );

                // Add the new Point to the list taking the difference between the Y values
                // If either value is Missing, it means that a point was extrapolated beyond
                // the available data, which is not allowed for SplineInterpolateX()
                // This won't happen with InterpolateX, since it allows extrapolation
                if ( y1 == PointPair.Missing || y2 == PointPair.Missing )
                    diffList.Add( x, PointPair.Missing, PointPair.Missing );
                else
                    diffList.Add( x, y1 - y2, (y1-y2) > 0 ? 1 : 0 );
            }

            // Create the three curves -- two datasets, plus a difference curve
            LineItem diffCurve = myPane.AddCurve( "diff", diffList, Color.Red, SymbolType.None );
            LineItem myCurve1 = myPane.AddCurve( "curve", list1, Color.Blue, SymbolType.Diamond );
            LineItem myCurve2 = myPane.AddCurve( "curve 2", list2, Color.Green, SymbolType.Circle );
            Color[] colors = { Color.Red, Color.Green };
            diffCurve.Line.Fill = new Fill( colors, 90 );
            diffCurve.Line.Fill.RangeMin = 0;
            diffCurve.Line.Fill.RangeMax = 1;
            diffCurve.Line.Fill.Type = FillType.GradientByZ;

            //diffCurve.Line.GradientFill = new Fill( colors, 90 );
            //diffCurve.Line.GradientFill.RangeMin = -100;
            //diffCurve.Line.GradientFill.RangeMax = 200;

            //diffCurve.Line.IsOptimizedDraw = true;

            // Add some "pretty" stuff (optional)
            myCurve1.Symbol.Fill = new Fill( Color.White );
            myCurve2.Symbol.Fill = new Fill( Color.White );
            diffCurve.Line.Width = 2.0f;
            //diffCurve.Symbol.Fill = new Fill( Color.White );
            myPane.Title.Text = "Interpolated Data Curve";
            myPane.XAxis.Title.Text = "Period";
            myPane.YAxis.Title.Text = "Response";
            myPane.Legend.FontSpec.Size = 14;
            myPane.Fill = new Fill( Color.WhiteSmoke, Color.Lavender, 0F );
            myPane.Chart.Fill = new Fill( Color.FromArgb( 255, 255, 245 ),
               Color.FromArgb( 255, 255, 190 ), 90F );

            XDate xx = new XDate( 2007, 11, 9 );
            XDate x2 = new XDate( 2007, 11, 9 );
            XDate x3 = new XDate( 2007, 11, 9, 1, 1, 1 );

            object junk = new object();

            int i1 = xx.CompareTo( xx );
            int i2 = xx.CompareTo( x2 );
//.........这里部分代码省略.........
开发者ID:Jungwon,项目名称:ZedGraph,代码行数:101,代码来源:Form1.cs

示例2: CreateGraph_LineColorGradient2

        private void CreateGraph_LineColorGradient2( ZedGraphControl zgc )
        {
            GraphPane myPane = zgc.GraphPane;

            PointPairList list = new PointPairList();
            const int count = 30;

            for ( int i = 0; i < count; i++ )
            {
                // Use an ordinary sine function to generate the curve
                double x = i + 1;
                double y = 5 * Math.Sin( (double) i * Math.PI * 3 / count ) + 5.0;

                // Set the Z value to be 2.0 if y is between 4 and 6, otherwise, it's 1.0
                list.Add( x, y, y > 4 && y < 6 ? 2.0 : 1.0 );
            }

            // Create a curve with symbols only
            LineItem myCurve = myPane.AddCurve( "Test Curve", list, Color.Red, SymbolType.Diamond );
            myCurve.Line.IsVisible = false;
            myCurve.Symbol.Fill = new Fill( Color.White );

            // Create a second curve, with lots of extra points
            const int count2 = 1000;
            PointPairList list2 = new PointPairList();
            // Points are equal-spaced, across all the X range
            double dx = ( list[list.Count - 1].X - list[0].X ) / (double) count2;

            // Calculate the extra points values using linear interpolation
            for ( int i = 0; i <= count2; i++ )
            {
                double x2 = list[0].X + dx * (double) i;
                double y2 = list.InterpolateX( x2 );

                list2.Add( x2, y2, y2 > 4 && y2 < 6 ? 2.0 : 1.0 );
            }

            // Add the second curve with no symbols
            LineItem myCurve2 = myPane.AddCurve( "Curve2", list2, Color.Blue, SymbolType.None );

            // use a gradient fill to color the each line segment according to its Z value
            // Color will be blue for Z = 2, and red for Z = 1
            Fill fill = new Fill( Color.Red, Color.Blue );
            fill.RangeMin = 1;
            fill.RangeMax = 2;
            fill.Type = FillType.GradientByZ;
            myCurve2.Line.GradientFill = fill;
            // make the line fat
            myCurve2.Line.Width = 2.0f;

            // Create a band of green to show the highlighted region
            BoxObj box = new BoxObj( 0.0, 6.0, 1.0, 2.0, Color.Empty,
                    Color.FromArgb( 150, Color.LightGreen ) );
            // Use CoordType.XChartFractionYScale, so that Y values are regular scale values, and
            // X values are chart fraction, ranging from 0 to 1
            box.Location.CoordinateFrame = CoordType.XChartFractionYScale;
            box.Fill = new Fill( Color.White, Color.FromArgb( 200, Color.LightGreen ), 45.0F );
            box.ZOrder = ZOrder.F_BehindGrid;
            box.IsClippedToChartRect = true;
            myPane.GraphObjList.Add( box );

            // Pretty it up
            myPane.Title.Text = "Line Segments Colored by Value\nExtra Points Are Interpolated";
            myPane.Title.FontSpec.Size = 18;
            myPane.XAxis.Title.Text = "Time, seconds";
            myPane.YAxis.Title.Text = "Potential, volts";
            myPane.Legend.IsVisible = false;
            myPane.Fill = new Fill( Color.WhiteSmoke, Color.Lavender, 0F );
            myPane.Chart.Fill = new Fill( Color.FromArgb( 255, 255, 245 ),
               Color.FromArgb( 255, 255, 190 ), 90F );
            zgc.IsAntiAlias = true;

            zgc.AxisChange();
        }
开发者ID:Jungwon,项目名称:ZedGraph,代码行数:74,代码来源:Form1.cs

示例3: CreateGraph_BasicLinearSimple

        // Basic curve test - Linear Axis
        private void CreateGraph_BasicLinearSimple( ZedGraphControl z1 )
        {
            z1.IsEnableSelection = true;

            Selection.Fill = new Fill( Color.Red );
            Selection.Line.Color = Color.Red;
            Selection.Line.DashOn = 1;
            Selection.Line.DashOff = 1;
            Selection.Line.Width = 3;

            GraphPane myPane = z1.GraphPane;

            PointPairList list1 = new PointPairList();
            PointPairList list2 = new PointPairList();
            const int count = 10;

            for ( int i = 0; i < count; i++ )
            {
                double x = i;
                double x2 = i + 0.4;

                double y = 300.0 * ( 1.0 + Math.Sin( x * 0.2 ) );
                double y2 = 250.0 * ( 1.0 + Math.Sin( x2 * 0.2 ) );

                list1.Add( x, y, i / 36.0 );
                list2.Add( x2, y2, i / 36.0 );
            }
            LineItem myCurve = myPane.AddCurve( "curve", list1, Color.Blue, SymbolType.Diamond );
            LineItem myCurve2 = myPane.AddCurve( "curve 2", list2, Color.Green, SymbolType.Circle );

            // Assume that list1 and list2 are existing PointPairLists for which you want the difference
            // Create a new list that will hold the difference points
            PointPairList diffList = new PointPairList();
            // list1 will be the "Master" list that defines the actual X locations for the new list
            // list1 also sets the range for the new list
            foreach ( PointPair pt in list1 )
            {
                // Calculate a Y value for list2 based on linear interpolation at the current X value
                // Note that you can also use list2.SplineInterpolateX() to use spline fitted data
                //    with a tension value
                double y2 = list2.InterpolateX(pt.X);
                // Add the new Point to the list taking the difference between the Y values
                diffList.Add( pt.X, pt.Y - y2 );
            }

            LineItem diffCurve = myPane.AddCurve( "diff", diffList, Color.Red, SymbolType.Square );

            myCurve.Line.IsAntiAlias = true;
            /*
                        // Just a placeholder for the LineObj that will show the cursor location
                        LineObj cursorLine = new LineObj(Color.Black, 1.0, 0.0, 1.0, 1.0);
                        // Location will be actual X Scale value, but will value will be chart fraction from 0 to 1
                        cursorLine.Location.CoordinateFrame = CoordType.XScaleYChartFraction;
                        // Start with the cursor line hidden
                        cursorLine.IsVisible = false;
                        // Make the cursorline dashed
                        cursorLine.Line.DashOff = 5;
                        cursorLine.Line.DashOn = 1;
                        cursorLine.Line.Style = DashStyle.Custom;

                        // Add a tag so we can easily find the lineobj in MouseMove handler
                        cursorLine.Tag = "cursorLine";
                        myPane.GraphObjList.Add(cursorLine);

                        //myPane.XAxis.Scale.MajorStep = 1e-301;
            */

            //BoxObj box = new BoxObj();
            //myGraphObj.IsClippedToChartRect = true;

            z1.AxisChange();

            //			z1.MouseMoveEvent += new ZedGraphControl.ZedMouseEventHandler(BasicLinear_MouseMoveEvent);
        }
开发者ID:Jungwon,项目名称:ZedGraph,代码行数:75,代码来源:Form1.cs


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