Profile Picture

Changing RowHeight In A Legend

Posted By Steve Marshall 9 Years Ago
Author
Message
Steve Marshall
Posted 9 Years Ago
View Quick Profile
Forum Newbie

Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)

Group: Forum Members
Last Active: 6 Years Ago
Posts: 32, Visits: 50
Hi,

I have an application that is running fine in my development environment where I am running with a 1920x1080 screen resolution, and the application correctly rescales itself to the production environments and in most cases works fine. However, we have one reception screen which is running with a resolution of 1280x768 and this is causing havoc!!

I have dealt with most of the issues by altering font-sizes etc., but I have one final thing that I would like to sort to get me a little bit more real estate for the graph element. At the moment the associated legend is taking about 60% of the chart space (9 lines of data). I have altered the font size used in the legend, but this has had minimal effect on the space taken by the legend - just seemingly resulting in more whitespace between the rows.

Is there any way that the assigned RowHeight of the cells in the legend rows can be altered to that I can minimise/eliminate the whitespace?

Thanks,
Steve


Nevron Support
Posted 9 Years Ago
View Quick Profile
Supreme Being

Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)

Group: Forum Members
Last Active: Last Year
Posts: 3,039, Visits: 3,746
Hi Steve,

Can you post a screenshot of the problematic chart so that we can check what can be done in this case?


Best Regards,
Nevron Support Team



Steve Marshall
Posted 9 Years Ago
View Quick Profile
Forum Newbie

Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)

Group: Forum Members
Last Active: 6 Years Ago
Posts: 32, Visits: 50
As requested here is a screen clip of the section I am trying to deal with. The chart looks okay, but allocating more space to the chart rather than to the legend. If I make the font any smaller it becomes hard to read, so I was trying to reduce the whitespace between the rows ...
data:image/png;base64,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

Thanks,
Steve


Nevron Support
Posted 9 Years Ago
View Quick Profile
Supreme Being

Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)Supreme Being (4,329 reputation)

Group: Forum Members
Last Active: Last Year
Posts: 3,039, Visits: 3,746
Hi Steve,

Thanks for posting the screenshot - you can decrease the cell margins and mark size in order to produce smaller row - for example:

nChartControl1.Legends[0].Data.CellMargins = new Nevron.GraphicsCore.NMarginsL(0);
nChartControl1.Legends[0].Data.MarkSize = new Nevron.GraphicsCore.NSizeL(8, 8);

Hope this helps - let us know if you have any questions.




Best Regards,
Nevron Support Team



Steve Marshall
Posted 9 Years Ago
View Quick Profile
Forum Newbie

Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)Forum Newbie (0 reputation)

Group: Forum Members
Last Active: 6 Years Ago
Posts: 32, Visits: 50
Thanks once again. I knew you must be able to do it, but I could not for the life of me find the right place to set the margins.
I have done this now and it works a treat.

Steve




Similar Topics


Reading This Topic