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Multi series line chart

Posted By Jakub Rehacek 4 Years Ago

Multi series line chart

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Jakub Rehacek
Question Posted 4 Years Ago
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Last Active: 3 Years Ago
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I need to generate a date based line chart with multiple series.
The number of series will vary between 2 to 30. Is there a way to do this in the code, since the number of series on the char is dependent on the outcome of a query. So

Dim line1 As NLineSeries = CreateLineSeries(Color.Green, Color.DarkOliveGreen)
Dim line2 As NLineSeries = CreateLineSeries(Color.Red, Color.DarkRed)


will not work

Can I use

For i=1 to MaxSeries
    Dim line(i) As NLineSeries = CreateLineSeries(Color.Green, Color.DarkOliveGreen)
Next I


Or something like that?

Thanks





Nevron Support
Posted 4 Years Ago
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Hi Jakub,

There is no problem to add as many series to the chart as required - for example:

Dim chart As NChart = nChartControl1.Charts(0)

For i = 0 To 10
Dim line As New NLineSeries()
chart.Series.Add(line)

' do something with line series

Next

will add ten new series to the chart. We hope this helps - let us know if you have any questions or meet any problems.


Best Regards,
Nevron Support Team



Jakub Rehacek
Posted 4 Years Ago
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Thanks.
I got it working.
But, why do I get lines connecting end of one series to the beginning of the next one? Number 19 is last point in the first series, and number 3 is the first point in the second series, but they are connected by a line. ??
Also, how can get markers to display in the legend?

Thx.
54% of original size (was 939x702) - Click to enlarge
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



Nevron Support
Posted 4 Years Ago
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Group: Forum Members
Last Active: Last Month
Posts: 3,055, Visits: 4,055
Hi Jakub,

Can you post the code you're using to create this chart for review? To show markers in the legend the line series must have markers enabled as well - for example:

someLineSeries.MarkerStyle.Visible = True
someLineSeries.MarkerStyle.FillStyle = New NColorFillStyle(Color.Red)
someLineSeries.MarkerStyle.Width = New NLength(4)
someLineSeries.MarkerStyle.Height = New NLength(4)

Let us know if you have any questions.

Best Regards,
Nevron Support Team



Jakub Rehacek
Posted 4 Years Ago
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Group: Forum Members
Last Active: 3 Years Ago
Posts: 10, Visits: 69
Thanks, I have figured the issue with continuous lines. It was my mistake in defining the series.
I know how to enable the markers, but they are all the same marker.
I know that I can assign a  PointShape to the marker, but how do I do it for a random number of series (2-30)?
I do not care what the markers are, just that they are different shape and color for each series.
Is there a numeric representation of PointShapes that I could use while cycling through the recordset?
Same for the FillStyle?

Thx.
54% of original size (was 939x702) - Click to enlarge
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



Jakub Rehacek
Posted 4 Years Ago
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I was mistaken. The lines are still connecting between the series. See below There should be no connecting line between 109 and 1 as those are two different series. See the underlying data in the grid below.
I've attached a snipped of code. I am looping through the series in the first sub, adding the series to the chat, from within that loop I am calling another sub to iterate through values (and dates) within the series and adding them to the chart.
I figured how to add different markers to the legend. But they are not modified in the chart. Event though I am passing the same integer to the Markerstyle.PointShape in the subroutine







Sub1         sda.Fill(dt)

        Dim chart As NChart = NChartControl1.Charts(0)         chart.LabelLayout.EnableInitialPositioning = True         Dim rnd As New Random

        Dim OldSeries As String = ""         Dim NewSeries As String = ""

        For i As Integer = 0 To dt.Rows.Count - 1

            NewSeries = dt.Rows(i)(0).ToString

            Dim line As New NLineSeries()    

            chart.Series.Add(line)                 line.MultiLineMode = MultiLineMode.Series                 line.Legend.TextStyle.FontStyle.EmSize = New NLength(8)                 line.DataLabelStyle.Visible = True                 line.Name = NewSeries                 line.LineSegmentShape = LineSegmentShape.Line

                line.UseXValues = True                               line.BorderStyle.Color = Color.Black                 line.DataLabelStyle.Visible = True                 line.InflateMargins = True                 line.MarkerStyle.Visible = True                 line.MarkerStyle.BorderStyle.Color = Color.Black                                 line.MarkerStyle.FillStyle = New NColorFillStyle(Color.FromArgb(255, rnd.Next(255), rnd.Next(255), rnd.Next(255)))                 line.MarkerStyle.PointShape = i                 line.MarkerStyle.Width = New NLength(2, NRelativeUnit.ParentPercentage)                 line.MarkerStyle.Height = New NLength(2, NRelativeUnit.ParentPercentage)       

                                UpdateTimeSpan(NewSeries, i)

        Next

        ' apply style sheet         Dim styleSheet As NStyleSheet = NStyleSheet.CreatePredefinedStyleSheet(PredefinedStyleSheet.FreshMultiColor)         styleSheet.Apply(NChartControl1.Document)

        UpdateDateTimeScale()        

    End Sub     Private Sub UpdateTimeSpan(Test As String, Pnt As Integer)         Dim myConnection As New SqlConnection(strConnString)         Dim myReader As SqlDataReader = Nothing         Dim dt As New DataTable()         Dim con As New SqlConnection(strConnString)         Dim sda As New SqlDataAdapter()         Dim cmd As New SqlCommand("GetProductionTestDaily")         cmd.CommandType = CommandType.StoredProcedure

        Dim dteFrom As Date         Dim dteTo As Date         Dim txtTest As String

        Dim startDate As DateTime = DateTime.Parse(Me.txtdteFrom.Text)         dteTo = DateAdd(DateInterval.Day, 1, CDate(Me.txtdteTo.Text)).ToString         Dim endDate As DateTime         Dim rnd As New Random

        endDate = dteTo

        dteFrom = Me.txtdteFrom.Text         txtTest = Me.ddTest.SelectedValue

        cmd.Parameters.AddWithValue("@dteFrom", dteFrom)         cmd.Parameters.AddWithValue("@dteTo", dteTo)         cmd.Parameters.AddWithValue("@Test", Test)

        cmd.Connection = con         sda.SelectCommand = cmd

        If startDate > endDate Then             Dim temp As DateTime = startDate

            startDate = endDate             endDate = temp         End If

        ' Get the line series from the chart         Dim chart As NChart = NChartControl1.Charts(0)         Dim line As NLineSeries = CType(chart.Series(0), NLineSeries)

        Dim span As TimeSpan = endDate.Subtract(startDate)         span = New TimeSpan(span.Ticks / 30)         Dim span1 As TimeSpan '= span.Days

        line.UseXValues = True

        sda.Fill(dt)

        If span.Ticks > 0 Then            For i As Integer = 0 To dt.Rows.Count - 1

                dteTo = dt.Rows(i)(0)                 span1 = dteTo.Subtract(startDate)

                startDate = startDate.AddDays(span1.Days)

                line.XValues.Add(startDate)                 line.Values.Add(dt.Rows(i)(1))                 line.MarkerStyle.PointShape = Pnt

            Next

               End If

    End Sub




Nevron Support
Posted 4 Years Ago
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Hi Jacub,

Please note that you also modify the marker style poin shape with:

line.MarkerStyle.PointShape = Pnt

at the end of the source code, which is probably a constant defined somewhere else. 

Best Regards,
Nevron Support Team





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