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Rendering of grid and contourlines do not match in NHeatMap

Posted By Michael Krüllmann 3 Months Ago

Rendering of grid and contourlines do not match in NHeatMap

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Michael Krüllmann
Problem Posted 3 Months Ago
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Hello,

I have encountered a problem with NHeatMapSeries.
As you can see within the attached picture, the grid is rendered in the way that the data point is positioned in the lower left corner of the grid cell. In opposite the contour lines have their origin in the center of a grid cell.
I see the same effect using your examples when I reduce the amount of the datapoints.
Is it possible to overcome this behaviour?

Best regards,
Michael Krüllmann


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Isolines in Heatmap.PNG (11 views, 179.00 KB)
Nevron Support Team
Posted 2 Months Ago
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Hi Michael,
Apologies for the delayed response - we must have missed this post. This behavior is by design - the control treats the center of the cells as points for the contour grid. We were not able to replicate the offset of the contour lines - the following picture shows the output of the current version of the control:
data:image/png;base64,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
An alternative behavior will probably be to treat the corners of the cell as points in the contour grid, but then there is ambiguity for what is the value of points that belong to for adjacent cells. Let us know if you have any questions.

Best Regards,
Nevron Support Team





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