ใช้ excel สร้าง csv file จาก xml file

เป็นการสร้าง csv file จาก xml หลายๆ file ที่อยู่ใน folder ที่กำหนด โดยสามารถเปลี่ยน folder ได้ที่ change path และภายใต้ folder นี้เป็น xml ...

เป็นการสร้าง csv file จาก xml หลายๆ file ที่อยู่ใน folder ที่กำหนด โดยสามารถเปลี่ยน folder ได้ที่ change path และภายใต้ folder นี้เป็น xml file ทั้งหมด


ที่ผมใช้จะเป็น option 2 ทั้ง 2 อันนี้ copy มา แต่ลองใช้อันที่ 2 แล้วใช้ได้ ก็เลยใช้อันนี้ตลอด


การนำไปใช้: ให้ enable Development menu ของ excel ก่อน แล้วคลิ๊กที่ Visual Basic ดังรูป


หลังจากนั้นก็ให้ double click ที่ ThisWorkbook จะมีหน้าต่างใหม่ปรากฏขึ้นแล้วให้ copy code จะเป็น option 1 หรือ 2 แล้วแต่จะเลือก จากนั้นก็กดปุ่ม RUN ปุ่มสามเหลี่ยมด้านบน เสร็จแล้วนั่งรอ อาจใช้เวลามากน้อยขึ้นอยู่กับขนาดของ xml file และจำนวน ปรกติที่ผมทำก็รอหลายสิบนาทีอยู่ครับ แต่ xml file ประมาณ 100 ขนาด file ก็น่าจะประมาณ 1000 บรรทัด 4-5 row ผมก็เรียกไม่ถูกน๊ะครับ แต่ให้รอเถอะ ถ้า xml file ไม่มีปัญหาอะไร รอซักพักก็จะได้ csv file หนึ่งไฟล์ที่รวมทุกๆ xml file มาให้แล้ว




Option 1

import all xml files without xml maps in a new sheet named: append-data


Sub Load_XML_files()
Const sName$ = "append-data"
Dim wb As Workbook, wb1 As Workbook
Set wb = ThisWorkbook
Dim newSht As Worksheet, sh As Worksheet
Dim sPath
sPath = "C:\temp\xml\" '<< change path
Dim sFile
Dim L As Long
Application.ScreenUpdating = False
Application.DisplayAlerts = False
For Each sh In wb.Worksheets
If sh.Name = sName Then sh.Delete
Next
Set newSht = wb.Sheets.Add
newSht.Name = sName
sFile = Dir(sPath & "*.xml")
L = 1
Do Until sFile = ""
Set wb1 = Workbooks.OpenXML(Filename:=sPath & sFile, LoadOption:=xlXmlLoadImportToList)
With newSht
wb1.Sheets(1).UsedRange.Copy .Cells(L, 1)
wb1.Close False
.ListObjects(1).Range.AutoFilter
.ListObjects(1).Unlist
If L > 1 Then .Cells(L, 1).EntireRow.Delete
L = .Cells(Rows.Count, 1).End(xlUp).Row + 1
End With
sFile = Dir()
Loop
newSht.Range("A1").CurrentRegion.Interior.Pattern = xlNone
newSht.ListObjects.Add(xlSrcRange, newSht.Range("A1").CurrentRegion, , xlYes).Name = "Tbl_01"
wb.Save
Application.DisplayAlerts = True
Application.ScreenUpdating = True
End Sub


----------------------------------------------------------------------------------------


Option 2

import all xml files with xml maps in a new sheet named: append-data


Sub Load_XML_filesMap()
 Const sName$ = "append-data"
 Dim wb As Workbook
 Set wb = ThisWorkbook
 Dim newSht As Worksheet, sh As Worksheet
 Dim sPath
 sPath = "C:\temp\xml\" '<< change path
 Dim sFile
 Dim L As Long
 Application.ScreenUpdating = False
 Application.DisplayAlerts = False
 For Each sh In wb.Worksheets
 If sh.Name = sName Then sh.Delete
 Next
 Set newSht = wb.Sheets.Add
 newSht.Name = sName

'

 'delete old XMLMaps ###
Dim obj As XmlMap
For Each obj In ActiveWorkbook.XmlMaps
obj.Delete
Next obj
' ###

'

 sFile = Dir(sPath & "*.xml")
 L = 1
 Do Until sFile = ""
ActiveWorkbook.XmlImport URL:=sPath & sFile, ImportMap:=Nothing, Overwrite:=True, Destination:=newSht.Cells(L, 1)
L = newSht.Cells(Rows.Count, 1).End(xlUp).Row + 2
 sFile = Dir()
 Loop
 wb.Save
 Application.DisplayAlerts = True
 Application.ScreenUpdating = True
 End Sub

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OR Gate [1 + ? = 1]: ใช้ excel สร้าง csv file จาก xml file
ใช้ excel สร้าง csv file จาก xml file
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OR Gate [1 + ? = 1]
http://orgate.blogspot.com/2020/07/excel-csv-file-xml-file.html
http://orgate.blogspot.com/
http://orgate.blogspot.com/
http://orgate.blogspot.com/2020/07/excel-csv-file-xml-file.html
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