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)
Select Case e.DataCol.name
Case "时间_开始", "时间_时长"
Dim dr As DataRow = e.DataRow
If dr.IsNull("时间_开始") Or dr.IsNull("时间_时长") Then
dr("时间_结束") = Nothing
Else
Dim dt As Date = dr("时间_开始")
dr("时间_结束") = dt.AddSeconds(dr("时间_时长")) '注意时段型列是以秒为单位参与计算的
End If
End Select
Dim dwr As DataRow
Dim drs As List(Of DataRow)
dwr = e.DataTable.Find("[_SortKey] < " & e.DataRow("_SortKey"), "[_SortKey] Desc") '找出上一行
If dwr Is Nothing Then '如果没有找到上一行,说明本行就是第一行
dwr = e.DataRow
End If
drs = e.DataTable.Select("[_SortKey] >= " & dwr("_SortKey"), "[_SortKey]")
For i As Integer = 1 To drs.Count - 1 '重算余下行的余额
drs(i)("时间_开始") = drs(i - 1)("时间_结束")
Next
目前都是小时,希望是分钟计算 例如30分钟 45分种
[此贴子已经被作者于2024/1/10 16:13:59编辑过]