1、 Interop.Excel.dll 的查找

本文中将 Microsoft.Office.Interop.Excel.dll库简称为Interop.Excel.dll库

其实在使用Visual Studio进行Office的Excel开发时,Microsoft.Office.Interop.Excel.dll 可以在类似于下面的目录中找到。并不需要再在网上下载了。

E:\Program Files\Microsoft Visual Studio 11.0\Visual Studio Tools for Office\PIA\Office14

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" alt="" width="596" height="232" />

2、Interop.Excel.dll 中类的介绍

ApplicationClass

就是我们的excel应用程序

Workbook

就是我们平常见的一个个excel文件,经常是使用Workbooks类对其进行操作。

Worksheet

excel文件中的一个个sheet页。

Worksheet.Cells[row, column]

就是某行某列的单元格,注意这里的下标row和column都是从1开始的,跟我平常用的数组或集合的下标有所不同。

3、对Excel的操作

3.1 打开Excel文件、释放资源

任何操作Excel的动作首先肯定是用excel应用程序,首先要new一个ApplicationClass 实例,并在最后将此实例释放。

// 创建Excel应用程序对象的一个实例,相当于我们从开始菜单打开Excel应用程序。
ApplicationClass xlsApp = new ApplicationClass();
if (xlsApp == null)
{
//对此实例进行验证,如果为null则表示运行此代码的机器可能未安装Excel
}

打开Excel文件

Workbook workbook = xlsApp.Workbooks.Open(excelFilePath, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing, Type.Missing);
Worksheet mySheet = workbook.Sheets[1] as Worksheet; //第一个sheet页
mySheet.Name = "testsheet"; //这里修改sheet名称

释放打开的资源

workbook.Close(true, Type.Missing, Type.Missing);
workbook = null;
xlsApp.Quit();
xlsApp = null;

3.2 对Sheet(页)的操作
复制sheet页

mySheet.Copy(Type.Missing, workbook.Sheets[1]); //复制mySheet成一个新的sheet页,复制完后的名称是mySheet页名称后加一个(2),这里就是testsheet(2),

复制完后,Worksheet的数量增加一个。注意,这里Copy方法的两个参数,指是的复制出来新的sheet页是在指定sheet页的前面还是后面,上面的例子就是指复制的sheet页在第一个sheet页的后面。
删除sheet页

xlsApp.DisplayAlerts = false; //如果想删除某个sheet页,首先要将此项设为fasle。
(xlsApp.ActiveWorkbook.Sheets[1] as Worksheet).Delete();

 选中sheet页

(xlsApp.ActiveWorkbook.Sheets[] as Worksheet).Select(Type.Missing); //选中某个sheet页

3.3 对Excel文件的操作

另存excel文件

workbook.Saved = true;
workbook.SaveCopyAs(filepath);

3.4 其它常用功能

传入一个DataTable生成Excel

/// <summary>
///
/// </summary>
/// <param name="dt"></param>
protected void ExportExcel(DataTable dt)
{
if (dt == null||dt.Rows.Count==) return;
Microsoft.Office.Interop.Excel.Application xlApp = new Microsoft.Office.Interop.Excel.Application(); if (xlApp == null)
{
return;
}
System.Globalization.CultureInfo CurrentCI = System.Threading.Thread.CurrentThread.CurrentCulture;
System.Threading.Thread.CurrentThread.CurrentCulture = new System.Globalization.CultureInfo("en-US");
Microsoft.Office.Interop.Excel.Workbooks workbooks = xlApp.Workbooks;
Microsoft.Office.Interop.Excel.Workbook workbook = workbooks.Add(Microsoft.Office.Interop.Excel.XlWBATemplate.xlWBATWorksheet);
Microsoft.Office.Interop.Excel.Worksheet worksheet = (Microsoft.Office.Interop.Excel.Worksheet)workbook.Worksheets[];
Microsoft.Office.Interop.Excel.Range range;
long totalCount = dt.Rows.Count;
long rowRead = ;
float percent = ;
for (int i = ; i < dt.Columns.Count; i++)
{
worksheet.Cells[, i + ] = dt.Columns[i].ColumnName;
range = (Microsoft.Office.Interop.Excel.Range)worksheet.Cells[, i + ];
range.Interior.ColorIndex = ;
range.Font.Bold = true;
}
for (int r = ; r < dt.Rows.Count; r++)
{
for (int i = ; i < dt.Columns.Count; i++)
{
worksheet.Cells[r + , i + ] = dt.Rows[r][i].ToString();
}
rowRead++;
percent = ((float)( * rowRead)) / totalCount;
}
xlApp.Visible = true;
}

在excel中插入图片,可以在上面的代码环境的最后加入以下代码段。

// 在Excel的指定位置加入图片
worksheet.Shapes.AddPicture("C:\\Users\\spring\\Desktop\\1.gif", Microsoft.Office.Core.MsoTriState.msoFalse, Microsoft.Office.Core.MsoTriState.msoCTrue, 100, 200, 200, 300);
// 在Excel的指定位置加入文本框,和里面的内容.
worksheet.Shapes.AddTextEffect(Microsoft.Office.Core.MsoPresetTextEffect.msoTextEffect1, "123456", "Red", 15, Microsoft.Office.Core.MsoTriState.msoFalse, Microsoft.Office.Core.MsoTriState.msoTrue, 150, 200);

对以上代码的调用

public void GenerateExcel()
{
DataTable dt = new DataTable();
dt.Columns.Add("Name", typeof(string));
dt.Columns.Add("Age", typeof(string));
DataRow dr = dt.NewRow();
dr["Name"] = "spring";
dr["Age"] = "20";
dt.Rows.Add(dr);
dt.AcceptChanges();
ExportExcel(dt);
}

4、系统性

创建一个ExcelBE类

public class ExcelBE
{
private int _row = ;
private int _col = ;
private string _text = string.Empty;
private string _startCell = string.Empty;
private string _endCell = string.Empty;
private string _interiorColor = string.Empty;
private bool _isMerge = false;
private int _size = ;
private string _fontColor = string.Empty;
private string _format = string.Empty; public ExcelBE(int row, int col, string text, string startCell, string endCell, string interiorColor, bool isMerge, int size, string fontColor, string format)
{
_row = row;
_col = col;
_text = text;
_startCell = startCell;
_endCell = endCell;
_interiorColor = interiorColor;
_isMerge = isMerge;
_size = size;
_fontColor = fontColor;
_format = format;
} public ExcelBE()
{ } public int Row
{
get { return _row; }
set { _row = value; }
} public int Col
{
get { return _col; }
set { _col = value; }
} public string Text
{
get { return _text; }
set { _text = value; }
} public string StartCell
{
get { return _startCell; }
set { _startCell = value; }
} public string EndCell
{
get { return _endCell; }
set { _endCell = value; }
} public string InteriorColor
{
get { return _interiorColor; }
set { _interiorColor = value; }
} public bool IsMerge
{
get { return _isMerge; }
set { _isMerge = value; }
} public int Size
{
get { return _size; }
set { _size = value; }
} public string FontColor
{
get { return _fontColor; }
set { _fontColor = value; }
} public string Formart
{
get { return _format; }
set { _format = value; }
} }

接下来设计一个Excel 操作的基类ExcelBase

public class ExcelBase
{
private Microsoft.Office.Interop.Excel.Application app = null;
private Microsoft.Office.Interop.Excel.Workbook workbook = null;
private Microsoft.Office.Interop.Excel.Worksheet worksheet = null;
private Microsoft.Office.Interop.Excel.Range workSheet_range = null; public ExcelBase()
{
createDoc();
} public void createDoc()
{
try
{
app = new Microsoft.Office.Interop.Excel.Application();
app.Visible = true;
workbook = app.Workbooks.Add();
worksheet = (Microsoft.Office.Interop.Excel.Worksheet)workbook.Sheets[];
}
catch (Exception e)
{
Console.Write("Error");
}
finally
{
}
} public void InsertData(ExcelBE be)
{
worksheet.Cells[be.Row, be.Col] = be.Text;
workSheet_range = worksheet.get_Range(be.StartCell, be.EndCell);
workSheet_range.MergeCells = be.IsMerge;
workSheet_range.Interior.Color = GetColorValue(be.InteriorColor);
workSheet_range.Borders.Color = System.Drawing.Color.Black.ToArgb();
workSheet_range.ColumnWidth = be.Size;
workSheet_range.Font.Color = string.IsNullOrEmpty(be.FontColor) ? System.Drawing.Color.White.ToArgb() : System.Drawing.Color.Black.ToArgb();
workSheet_range.NumberFormat = be.Formart;
} private int GetColorValue(string interiorColor)
{
switch (interiorColor)
{
case "YELLOW":
return System.Drawing.Color.Yellow.ToArgb();
case "GRAY":
return System.Drawing.Color.Gray.ToArgb();
case "GAINSBORO":
return System.Drawing.Color.Gainsboro.ToArgb();
case "Turquoise":
return System.Drawing.Color.Turquoise.ToArgb();
case "PeachPuff":
return System.Drawing.Color.PeachPuff.ToArgb(); default:
return System.Drawing.Color.White.ToArgb();
}
}
}

对其的调用方式

private void btnRun_Click(object sender, EventArgs e)
{
ExcelBase excel = new ExcelBase();
//creates the main header
ExcelBE be = null;
be = new ExcelBE (, , "Total of Products", "B5", "D5", "YELLOW", true, , "n",null);
excel.InsertData(be);
//creates subheaders
be = new ExcelBE (, , "Sold Product", "B6", "B6", "GRAY", true, , "",null);
excel.InsertData(be);
be=new ExcelBE(, , "", "C6", "C6", "GRAY", true, , "",null);
excel.InsertData(be);
be=new ExcelBE (, , "Initial Total", "D6", "D6", "GRAY", true, , "",null);
excel.InsertData(be);
//add Data to cells
be=new ExcelBE (, , "", "B7", "B7",null,false,,"", "#,##0");
excel.InsertData(be);
be=new ExcelBE (, , "", "C7", "C7", null,false,,"",null);
excel.InsertData(be);
be = new ExcelBE(, , "", "D7", "D7
}

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