AS-Report 12.0 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.GetSvgzReport(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.GetSvgzReport(SvgSaveType.IncludeExcelPdf)
Dim reportData As ReportData = New ReportData()
reportData.Document = document
Return reportData
End Function
