年后工作第一天，根据客户要求修善EPPLUS报表。
Epplus：
Epplus是一个使用Open Office XML（Xlsx）文件格式，能读写Excel 2007/2010文件的开源组件
好处很多，比office COM组件好用，不用考虑运营机的office版本问题。需要引用epplus.及 using OfficeOpenXml;
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规范：
所有操作语句都放在以下using中：
string file = outputDir.FullName;
if (File.Exists(file)) File.Delete(file);
FileInfo newFile = new FileInfo(file);
using (ExcelPackage xlPackage = new ExcelPackage(template, true))
{
Byte[] bin = xlPackage.GetAsByteArray();
File.WriteAllBytes(file, bin); //xlPackage.Workbook.Worksheets[1] }
return file;
AS-IS:模板的overview 从A5开始是做好的为模板的一部分，固定不变，现需要根据数据库内容自动更新。
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" alt="" width="493" height="435" />
TO-BE:如下，根据内容填充并自动填充公式及样式。
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" alt="" width="497" height="270" />
代码如下：
//2016-02-15新增 新增自动更新DEALER_GROUP列表的功能
#region
DataTable dtOverview = mo.GetOverview();
DataRow dr = dtOverview.NewRow();
DataRow dr1 = dtOverview.NewRow();
dr[] = "";
dr[] = "Others";
dr[] = "OTHERS";
dr1[] = "";
dr1[] = "Total";
dr1[] = ""; dtOverview.Rows.Add(dr);
dtOverview.Rows.Add(dr1); if(dtOverview.Rows.Count > )
{
ExcelWorksheet ws_Overview = xlPackage.Workbook.Worksheets["Overview"];
//填充方式
var dataRange = ws_Overview.Cells["A5"].LoadFromDataTable(dtOverview, false);
//填充数据
dataRange.AutoFitColumns();
//填充公式
for (int i = ; i < dtOverview.Rows.Count - + ; i++)
{
var dataRangeFormula0 = ws_Overview.Cells[i, ];
dataRangeFormula0.Formula = "=IFERROR(SUMIFS(DCI_MO_TGT!E:E,DCI_MO_TGT!C:C,Overview!B" + i + "),\"\")"; var dataRangeFormula1 = ws_Overview.Cells[i, ];
dataRangeFormula1.Formula = "=IFERROR(SUMIFS(DCI_MO_TGT!G:G,DCI_MO_TGT!C:C,Overview!B" + i + "),\"\")"; var dataRangeFormula9 = ws_Overview.Cells[i, ];
dataRangeFormula9.Formula = "=SUM(J" + i + ",K" + i + ",L" + i + ")"; //...
} for (int j = ; j <= ;j++ )
{
int Row = dtOverview.Rows.Count + - ;
int RowBottom = Row - ;
var dataRangeFormula = ws_Overview.Cells[Row, j];
string chr = mo.IndexToColumn(j);
dataRangeFormula.Formula = "=SUM(" + chr + "" + ":" + chr + RowBottom + ")";
} //设置样式
for (int j = ; j <= ; j++)
{
int Row = dtOverview.Rows.Count + - ;
for(int i = ;i <= Row;i++)
{
var dataRangeLine = ws_Overview.Cells[i, j];
dataRangeLine.Style.Border.Right.Style=OfficeOpenXml.Style.ExcelBorderStyle.Thin;
dataRangeLine.Style.Border.Bottom.Style=OfficeOpenXml.Style.ExcelBorderStyle.Thin; if(i==Row)
{
dataRangeLine.Style.Font.Bold=true;
dataRangeLine.Style.Fill.PatternType = OfficeOpenXml.Style.ExcelFillStyle.Solid;
dataRangeLine.Style.Fill.BackgroundColor.SetColor(System.Drawing.Color.LightBlue);
}
}
}
}
#endregion
很简单，主要是需要提的是一个EXCEL里：列号与字母的对应问题，因为填充公式时候一般需要的是列字母。以下是IndexToColumn（int i）方法：
public string IndexToColumn(int index)
{
if (index <= )
{
throw new Exception("Invalid parameter");
}
index--;
string column = string.Empty;
do
{
if (column.Length > )
{
index--;
}
column = ((char)(index % + (int)'A')).ToString() + column;
index = (int)((index - index % ) / );
} while (index > ); return column;
}