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3D Stacked Bar Chart - Y Axis Label Truncation

Posted By Steve Marshall 7 Years Ago
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Steve Marshall
Question Posted 7 Years Ago
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Last Active: 4 Years Ago
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Hi,
My application is running fine in 99% of cases, but we have one screen/user that insists on running at an awful screen resolution of 1152x864. Most of my graphing elements correctly adjust to this but my 3D Stacked Bar Chart has an issue ... so clearly I have missed something, but I cannot work out what. I am sure it is margins somewhere but as far as I can see I have set the Chart Margins and the Dock Margins. Below is a screen slip showing the issue:

data:image/png;base64,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
Please advise what I have missed. The Y axis is a correctly formatted Currency, and the top value on this scale for example should be £50,000 when shown in its entirety.

Many thanks,
Steve



Nevron Support
Posted 7 Years Ago
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Hi Steve,
Make sure that the chart uses 3D axis fitting:

NCartesianChart chart = (NCartesianChart)nChartControl1.Charts[0];
chart.Fit3DAxisContent = true;
chart.BoundsMode = BoundsMode.Fit;

If that does not solve the problem most likely the problem resides in how you configure the chart layout. To verify this enable the content area filling temporarily:
chart.BackgroundFillStyle = new NColorFillStyle(Color.Gray);

and check if the gray area goes outside the control bounds.
Hope this helps - let us know if the problem persists.


Best Regards,
Nevron Support Team



Steve Marshall
Posted 7 Years Ago
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Last Active: 4 Years Ago
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Hi,
It was the first suggestion that solved my issue. I simply added. I enabled the Fit3DAxisContent and set the BoundsMode.

Thanks...... I am wondering if I will ever get my head round where everything is and everything you can do..... :-)

Thanks again,
Steve





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