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
