实例4

本例功能:
1、给每个单元格赋值
2、调整当前单元格位置:上下左右;
运行效果图:

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" alt="" />

type

TForm12 = class(TForm)

StringGrid1: TStringGrid;

StringColumn1: TStringColumn;

StringColumn2: TStringColumn;

StringColumn3: TStringColumn;

StringColumn4: TStringColumn;

StringColumn5: TStringColumn;

Panel1: TPanel;

Button1: TButton;

Button2: TButton;

Button3: TButton;

Button4: TButton;

procedure FormCreate(Sender: TObject);

procedure Button1Click(Sender: TObject);

procedure Button2Click(Sender: TObject);

procedure Button3Click(Sender: TObject);

procedure Button4Click(Sender: TObject);

private

{ Private declarations }

public

{ Public declarations }

end;

var

Form12: TForm12;

implementation

{赋值}

procedure TForm12.FormCreate(Sender: TObject);

var

i,j: Integer;

begin

with StringGrid1 do

for i := 0 to ColumnCount - 1 do

for j := 0 to RowCount - 1 do

Cells[i,j] := Format('%d%d',[i,j]);

end;

procedure TForm12.Button1Click(Sender: TObject);

begin

if StringGrid1.ColumnIndex < StringGrid1.ColumnCount-1 then

StringGrid1.ColumnIndex := StringGrid1.ColumnIndex + 1;

Button1.Text:='单元格右移';

end;

procedure TForm12.Button2Click(Sender: TObject);

begin

if StringGrid1.ColumnIndex > 0 then

StringGrid1.ColumnIndex := StringGrid1.ColumnIndex- 1;

Button2.Text:='单元格左移';

end;

procedure TForm12.Button3Click(Sender: TObject);

begin

if StringGrid1.Selected< StringGrid1.RowCount-1 then

StringGrid1.Selected := StringGrid1.Selected+ 1;

Button3.Text:='单元格上移';

end;

procedure TForm12.Button4Click(Sender: TObject);

begin

if StringGrid1.Selected > 0 then

StringGrid1.Selected := StringGrid1.Selected- 1;

Button4.Text:='单元格下移';

end;

end.

04-21 06:32