Tag Archives: charts

Make a sunburst chart in C#, Part 4

Posted on April 7, 2017 by RodStephens

The previous post showed how to make a sunburst chart with curved text. This example extends that one so it can draw multi-line text. The previous post used the DrawTextOnArc method to draw curved text. The text is a distance … Continue reading →

Posted in drawing, graphics, mathematics | Tagged angled text, C#, C# programming, charts, curved text, data analysis, drawing, example, example program, graphics, graphs, mathematics, MeasureCharacterRanges, multiline text, path text, rotated text, sunburst, sunburst chart, sunburst diagram, text that follows a path, Windows Forms programming | Leave a comment

Make a sunburst chart in C#, Part 3

Posted on April 6, 2017 by RodStephens

The post Make a sunburst chart in C#, Part 1 shows how to build a basic sunburst chart. The post Make a sunburst chart in C#, Part 2 enhances that example by drawing each node’s text at an angle so … Continue reading →

Posted in drawing, graphics, mathematics | Tagged angled text, C#, C# programming, charts, curved text, data analysis, drawing, example, example program, graphics, graphs, mathematics, MeasureCharacterRanges, path text, rotated text, sunburst, sunburst chart, sunburst diagram, text that follows a path, Windows Forms programming | 1 Comment

Make a sunburst chart in C#, Part 2

Posted on April 5, 2017 by RodStephens

The post Make a sunburst chart in C#, Part 1 explained how to build a simple sunburst chart. Unfortunately the node labels used by that chart didn’t fit their wedges very well because the text was all drawn horizontally. This … Continue reading →

Posted in drawing, graphics, mathematics | Tagged angled text, C#, C# programming, charts, data analysis, drawing, example, example program, graphics, graphs, mathematics, rotated text, sunburst, sunburst chart, sunburst diagram, Windows Forms programming | 2 Comments

Make a sunburst chart in C#, Part 1

Posted on April 4, 2017 by RodStephens

A sunburst chart displays hierarchical data in a circular diagram. The hierarchy’s root is drawn in the center. Its children sit in a ring around the root. After that, each node’s wedge in a ring is divided among its children … Continue reading →