VB-Report 11.0 for .NET - ASP.NET Core MVC デモ
合計請求書
合計請求書の作成例です。複雑な可変帳票の作成に向いている Page.Repeat 機能を使用して実装しています。
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
サンプルコード
- C#
- VB.NET
- public ReportData CreateInvoice()
{
// 帳票作成処理(デザインファイル使用)
cellReport1.FileName = Path.Combine(basePath, "PageRepeatSample.xlsx");
// 帳票出力時にセルの計算式を再計算
cellReport1.ApplyFormula = true;
cellReport1.Report.Start(ReportMode.Speed);
cellReport1.Report.File();
// デザインファイル内の「合計請求書」シートを帳票レイアウトとして指定し、帳票ページを作成
cellReport1.Page.Start("合計請求書", "1-99999")
// シート内でレイアウトとしてコピーする行範囲を Page.Repeat で指定
cellReport1.Page.Repeat(1, 16);
cellReport1.Cell("B4").Value = "〒910-XXXX";
cellReport1.Cell("B5").Value = "福井県○○市○○ X-X";
cellReport1.Cell("B6").Value = "株式会社○○○○";
cellReport1.Cell("C9").Value = "A-00001-B";
cellReport1.Cell("F3").Value = DateTime.Now;
cellReport1.Cell("K3").Value = 2511;
cellReport1.Cell("B14").Value = 500000;
cellReport1.Cell("C14").Value = 1000000;
cellReport1.Cell("F14").Value = 1200000;
cellReport1.Cell("**BIKO").Value = "お支払いは 20 日までにお願いします。";
// Page.Repeat でコピーした行範囲の編集を終了
cellReport1.Page.Next(true);
// Page.Repeat - Next は Page.Start - End 内で繰り返す事が可能
cellReport1.Page.Repeat(1, 16);
cellReport1.Cell("B4").Value = "〒910-XXXX";
cellReport1.Cell("B5").Value = "福井県□□市□□ X丁目XX-X";
cellReport1.Cell("B6").Value = "有限会社□□□□";
cellReport1.Cell("C9").Value = "A-00633-C";
cellReport1.Cell("F3").Value = DateTime.Now;
cellReport1.Cell("K3").Value = 3261;
cellReport1.Cell("B14").Value = 320000;
cellReport1.Cell("C14").Value = 680000;
cellReport1.Cell("F14").Value = 400000;
cellReport1.Cell("**BIKO").Value = "お支払いは 20 日までにお願いします。";
cellReport1.Page.Next(true);
// ページ終了処理
cellReport1.Page.End();
// 帳票終了処理
cellReport1.Report.End();
// 作成した帳票を SVG 形式で取得
string document = cellReport1.Report.GetSvgReport(SvgSaveType.IncludeExcelPdf);
ReportData reportData = new ReportData();
reportData.Document = document;
return reportData;
} - Public Function CreateInvoice() As ReportData
' 帳票作成処理(デザインファイル使用)
CellReport1.FileName = Path.Combine(basePath, "PageRepeatSample.xlsx")
' 帳票出力時にセルの計算式を再計算
CellReport1.ApplyFormula = True
CellReport1.Report.Start()
CellReport1.Report.File()
' デザインファイル内の「合計請求書」シートを帳票レイアウトとして指定し、帳票ページを作成
CellReport1.Page.Start("合計請求書", "1-99999")
' シート内でレイアウトとしてコピーする行範囲を Page.Repeat で指定
CellReport1.Page.Repeat(1, 16)
CellReport1.Cell("B4").Value = "〒910-XXXX"
CellReport1.Cell("B5").Value = "福井県○○市○○ X-X"
CellReport1.Cell("B6").Value = "株式会社○○○○"
CellReport1.Cell("C9").Value = "A-00001-B"
CellReport1.Cell("F3").Value = DateTime.Now
CellReport1.Cell("K3").Value = 2511
CellReport1.Cell("B14").Value = 500000
CellReport1.Cell("C14").Value = 1000000
CellReport1.Cell("F14").Value = 1200000
CellReport1.Cell("**BIKO").Value = "お支払いは 20 日までにお願いします。"
' Page.Repeat でコピーした行範囲の編集を終了
CellReport1.Page.Next(True)
' Page.Repeat - Next は Page.Start - End 内で繰り返す事が可能
CellReport1.Page.Repeat(1, 16)
CellReport1.Cell("B4").Value = "〒910-XXXX"
CellReport1.Cell("B5").Value = "福井県□□市□□ X丁目XX-X"
CellReport1.Cell("B6").Value = "有限会社□□□□"
CellReport1.Cell("C9").Value = "A-00633-C"
CellReport1.Cell("F3").Value = DateTime.Now
CellReport1.Cell("K3").Value = 3261
CellReport1.Cell("B14").Value = 320000
CellReport1.Cell("C14").Value = 680000
CellReport1.Cell("F14").Value = 400000
CellReport1.Cell("**BIKO").Value = "お支払いは 20 日までにお願いします。"
CellReport1.Page.Next(True)
' ページ終了処理
CellReport1.Page.End()
' 帳票終了処理
CellReport1.Report.End()
' 作成した帳票を SVG 形式で取得
Dim document As String = CellReport1.Report.GetSvgReport(SvgSaveType.IncludeExcelPdf)
Dim reportData As ReportData = New ReportData()
reportData.Document = document
Return reportData
End Function