kirimpertanyaan

 

Belajar dan konsultasi masalah Excel      

Halo semua..

Kali ini saya akan membuat sebuah Project Macro (disertai file contoh tentu saja) yang merupakan jawaban untuk pertanyaan dari Mas Erpin pada link berikut:

http://www.klinikexcel.com/forum-a-request/user-article/2-excel/168-piens/89-2-pertanyaan-pa-guru-.html

Pertanyaanya:

Bagaimana meng-copy semua sheet pada sebuah Workbook ke workbook yang baru namun hanya value-nya saja. Formula diubah dulu menjadi value.

Dan menurut saya, dari pada mengcopy semua sheet dari workbook A ke workbook B, lebih baik meng-copy saja Workbooknya, baru kemudian isinya kita ubah menjadi value. Dengan demikian, akan lebih cepat dan bisa sama persis!

Lalu gimana caranya?

Persiapan:

1. Saya buat sebuah workbook yang saya beri nama Clone_Macro.xlsm.

2. Saya buat sebuah worksheet bernama "Utama". Anda bisa mengubahnya sesuai nama yang anda suka.

3. Saya letakkan sebuah Control Form Command Button di sheet tersebut di atas dan memberinya caption : "CLONE!" (sekali lagi, ini suka-suka anda saja).

clone-macro001

4. Kemudian saya tulis code pada Module dengan nama Sub Procedure: "Clone"

clone-macro002

5. Selanjutnya, saya tulis code berikut:

Oya, penjelasan untuk tiap-tiap baris code telah tersedia pada "remark"-nya yah.

Sub clone()
    Dim JumlahFile As Integer
    Dim NamaFileUtama, NamaFileBaru, NamaFileTerbuka, PathFileTerbuka
    Dim sh As Worksheet
    'code untuk memilih file.
    'code ini akan memunculkan window dialog untuk memilih file.
    'file yang dipilih akan disimpan di variabel "FileTerpilih".
    FileTerpilih = Application.GetOpenFilename("Excel File (*.xlsx),*.xlsx,XLS Files (*.xls),*.xls", _
        Title:="Pilih file..", MultiSelect:=True)
    'jika pengguna membatalkan pemilihan file, maka keluar dari Sub prosedur.
    If VarType(FileTerpilih) = vbBoolean Then
        Exit Sub
    End If
    'simpan dulu nama file utama atau file yang memiliki macro untuk proses pemanggilan nanti.
    NamaFileUtama = ActiveWorkbook.Name
    'cari jumlah file yang dipilih oleh pengguna.
    JumlahFile = UBound(FileTerpilih)
    
    'mulai buka file satu per satu dengan looping.
    For i = 1 To JumlahFile
    
        'matikan diplay alert agar tidak muncul window yang membutuhkan interaksi user.
        Application.DisplayAlerts = False
   
        'Buka file yang dipilih.
        Workbooks.Open FileTerpilih(i)
        
        'simpan nama file yang sedang dibuka.
        NamaFileTerbuka = ActiveWorkbook.Name
        PathFileTerbuka = ActiveWorkbook.Path
        'tampilkan informasi progres di status bar
        Application.StatusBar = "Working.. " & NamaFileTerbuka & " (" & i & " / " & JumlahFile & ")"
        'pastikan, apakah extension file xlsx atau xls.
        If Right(NamaFileTerbuka, 4) = "xlsx" Then
        
            'Copy atau save as file yang terbuka atau proses nge-CLONE (versi xlsx).
            'Nama file akan disimpan dengan nama file lama _ "_copy".
            ActiveWorkbook.SaveAs Filename:=PathFileTerbuka & "\" & _
                Left(NamaFileTerbuka, Len(NamaFileTerbuka) - 5) & "_copy.xlsx", _
                FileFormat:=51, CreateBackup:=False
        
        Else
            'Copy atau save as file yang terbuka atau proses nge-CLONE (versi xls).
            'Nama file akan disimpan dengan nama file lama _ "_copy".
            ActiveWorkbook.SaveAs Filename:=PathFileTerbuka & "\" & _
                Left(NamaFileTerbuka, Len(NamaFileTerbuka) - 4) & "_copy.xls", _
                FileFormat:=56, CreateBackup:=False
        
        End If
        
        'proses copy paste value untuk membuang formula.
        'lakukan looping untuk semua sheet yang ada dalam workbook.
        For Each sh In Worksheets
        
            'ubah semua formula menjadi value
            sh.Range(sh.UsedRange.Address).Value = _
                sh.Range(sh.UsedRange.Address).Value
        Next
        
        'simpan file
        ActiveWorkbook.Save
        
        'tutup file
        ActiveWorkbook.Close
        'tampilkan status done pada status bar
        Application.StatusBar = "Done.. "
        
        'aktifkan diplay alert agar tidak muncul window yang membutuhkan interaksi user.
        Application.DisplayAlerts = True
    Next i
    MsgBox "Proses Cloning selesai!"
    
End Sub

5. SELESAI!!!

Cepat banget kan bikinnya..

Nah sekarang, 

Gimana cara menggunakannya?

1. Klik aja tombol "Clone!" yang akan memanggil macro clone yang tadi kita buat.

2. Akan muncul window untuk memilih file. Pilih file Excel yang ingin di Clone. Kita bisa memilih beberapa file sekaligus.

clone-macro003

3. Klik open dan macro akan bekerja.

4. Macro akan membuat copy dari file yang kita pilih dan menambahkan "_copy" pada nama file nya. Misal, nama file "contoh.xlsx" akan di-clone menjadi "contoh_copy.xlsx".

5. Selain itu, jika ada sheet yang memiliki formula didalamnya, maka akan langsung di ubah menjadi value. Ini permintaan khusus mas Erpin. tentu saja anda bisa menghilangkannya.

6. Nah, berikut adalah contoh file sumber dan file hasilnya..

clone-macro004

Oke.. begitu saja kok.. Jika dibutuhkan, silahkan download file contohnya..

password: puyengbanget

Semoga bermanfaat.. Sampai ketemu lagi...

salam

Download Silahkan login untuk download

1
By: Guest On: Saturday, 21 January 2012

Salam kenal Mas Ngarasan

Salut kepada Anda dan admin situs ini yg bertujuan mulia untuk berbagi ilmu.

Saya ingin menambahkan pertanyaan tentang "cloning" diatas, yaitu :

1. bagaimana agar hasil kloning formulannya tidak diubah jadi value, dan

2. bagaimana agar kloningan itu bisa berurutan dari tanggal ke tanggal, maksudnya agar stok-stok akhir pada                   woorkbook 1, akan menjadi stok-stok awal pada woorkbook 2 dan demikian seterusnya

3. bagaimana membuat macro excel agar bisa merangkum saldo akhir dari woorkbook 1-30 , dalam 1 worksheet.

Maaf jika pertanyaannya kaya truk gandeng, he3... Terimakasih banget banget.

0
By: ngarasan On: Tuesday, 24 January 2012

Halo Mas Adnan,

Disini, akan saya jawab pertanyaan No.1 dulu ya..

Cara agar Forumula tetap menjadi formula adalah dengan menghilangkan baris program (code) berikut:

        'proses copy paste value untuk membuang formula.
        'lakukan looping untuk semua sheet yang ada dalam workbook.
        For Each sh In Worksheets
        
            'ubah semua formula menjadi value
            sh.Range(sh.UsedRange.Address).Value = _
                sh.Range(sh.UsedRange.Address).Value
        Next

Code diatas, berfungsi mengubah formula menjadi value.

Nah, untuk pertanyaan No. 2 dan 3, sebaiknya Mas Adnan buka Pertanyaan Baru di bagian Forum & Request.

Klik link ini: 

http://www.klinikexcel.com/forum

Karena sepertinya, pertanyaan No.2 dan 3 lebih spesifik untuk penggunaan tertentu. Jadi, biar lebih tersetruktur jawabannya.

Oya, mohon memperjelas juga pertanyaannya.

Demikian Mas, ditunggu di Forum

salam

0
By: Guest On: Wednesday, 25 January 2012

iya Mas Ngarasan

trims atas responnya

nanti biar q buka Pertanyaan Baru di bagian Forum & Request

salam

0
By: sagitp On: Monday, 16 June 2014

Selamat pagi

Pak untuk download file contoh nya bagaimana ya??

0
By: iyan88 On: Monday, 12 October 2015

Malam Mas,

Salam Exceler dan salam kenal sehat sukses selalu, saya ada sedikit problem di benak saya mengenail sistematika kode makro, seperti ini kasusnya, saya telah membuat sebuah form pengisian data dilengkapi dengan form image dengan tujuan ketika value combobox berisi nama seorang petugas, maka form image akan berubah seusai foto dari petugas tersebut, setelah itu saya juga ingin membuat user bisa mengganti foto tersebut sesuai profil mereka, misalnya nama user baru Agus P, kemudian dia belum ada foto, dari foRM image Agus P bisa memilih foto diri nya dan upload ke aplikasi, setelah itu, combobox sudah ter update nama Agus P, dan ketika combobox menunjukan nama Agus P maka form image juga bisa berubah foto Agus P, bagaimana langkah kode nya mas? sebelumnya saya ucapkan banyak terimakasih atas waktu dan bantuannya, salam sukses. contoh penampakan

img src="data:image/png;base64,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"

0
By: iwe On: Friday, 09 September 2016

Pagi mas,

Saya coba macronya tapi kok debug ya?

Mohon pencerahannya, lokasi debug :

sh.Range(sh.UsedRange.Address).Value = _
                sh.Range(sh.UsedRange.Address).Value

Kitab VBA Excel Level Satu

Buat pemula yang serius pengen belajar MACRO VBA Excel, silahkan baca buku berikut:

Kitab VBA Excel Level Satu edisi 2 sEDISI 2 : Rp. 60.000

BELI VERSI CETAK KLIK DI SINI

BELI VERSI DIGITAL KLIK DI SINI

LIHAT PREVIEW KLIK DI SINI

 

Partners

logo baru local1news

Newsletter

Daftarkan email anda untuk mendapatkan update dari Klinik Excel