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)
原文件有上面这样的时间数据,我用代码将这些数据导入
Dim Book As New XLS.Book(dlg.FileName)
Dim Sheet As XLS.Sheet = Book.Sheets(0)
Tables("APS排产导入").StopRedraw()
'注意以下数组中列名称的顺序,必须和Excel表中的列顺序一致
Dim nms() As String = {"目的地","订单编号","产品说明","资源名称","数量","已排程的开始日期","已排程结束日期"}
'注意下面的循环变量从1开始,而不是从0开始,因为Excel表的第一行是标题
Dim k() As Integer = {1,2,3,4,5,7,8}
Dim w As Integer
Dim f As String
Dim q As Date
Dim q1 As Date
w =dlg.FileName.LastIndexOf("\")
f = dlg.FileName.SubString(w+1)
q = f.SubString(7,9)
For n As Integer = 2 To Sheet.Rows.Count -1
q1 = Sheet(n,7).Text.SubString(0,10)
If q1 = q Then
Dim r As Row = Tables("APS排产导入").AddNew()
For m As Integer = 0 To nms.Length - 1
r(nms(m)) = Sheet(n,k(m)).Value
r("导入文件名") = f
r("文件名日期") = q
Next
End If
Next
Tables("APS排产导入").ResumeRedraw()
MessageBox.Show("导入完成!")
Tables("APS排产导入").DataTable.Save
End If
但显示的是
,请问应该如何做才能正常显示?
[此贴子已经被作者于2024/6/26 17:04:31编辑过]