VB-Report 11.0 for .NET - ASP.NET Core MVC デモ
見積書
見積書の作成例です。デザインファイルに予め設定された計算式を再計算して金額を出力しています。
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
サンプルコード
- C#
- VB.NET
- public ReportData CreateQuotation()
{
// 帳票作成処理(デザインファイル使用)
cellReport1.FileName = Path.Combine(basePath, "Quotation.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「見積書」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("見積書", "1");
cellReport1.Cell("A21").Value = "VB-Report 10";
cellReport1.Cell("E21").Value = 5;
cellReport1.Cell("F21").Value = 85000;
cellReport1.Cell("A22").Value = "ExcelCreator 2016";
cellReport1.Cell("E22").Value = 2;
cellReport1.Cell("F22").Value = 64000;
cellReport1.Cell("A23").Value = "ExcelWebForm";
cellReport1.Cell("E23").Value = 1;
cellReport1.Cell("F23").Value = 70000;
cellReport1.Cell("A24").Value = "ExcelCreator for Java";
cellReport1.Cell("E24").Value = 3;
cellReport1.Cell("F24").Value = 40000;
cellReport1.Cell("A25").Value = "Yubin7 for Java";
cellReport1.Cell("E25").Value = 3;
cellReport1.Cell("F25").Value = 34000;
// 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 CreateQuotation() As ReportData
' 帳票作成処理(デザインファイル使用)
CellReport1.FileName = Path.Combine(basePath, "Quotation.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「見積書」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("見積書", "1")
CellReport1.Cell("A21").Value = "VB-Report 10"
CellReport1.Cell("E21").Value = 5
CellReport1.Cell("F21").Value = 85000
CellReport1.Cell("A22").Value = "ExcelCreator 2016"
CellReport1.Cell("E22").Value = 2
CellReport1.Cell("F22").Value = 64000
CellReport1.Cell("A23").Value = "ExcelWebForm"
CellReport1.Cell("E23").Value = 1
CellReport1.Cell("F23").Value = 70000
CellReport1.Cell("A24").Value = "ExcelCreator for Java"
CellReport1.Cell("E24").Value = 3
CellReport1.Cell("F24").Value = 40000
CellReport1.Cell("A25").Value = "Yubin7 for Java"
CellReport1.Cell("E25").Value = 3
CellReport1.Cell("F25").Value = 34000
' 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