WPF 增加合计一栏
占坑中 先抛个参考链接
http://stackoverflow.com/questions/678690/how-can-i-create-a-group-footer-in-a-wpf-listview-gridview
以下例子是在listview后面增加合计一栏,但是又是已分组为基础的。下面我慢慢抛代码。也是自己在网上自己找的例子。下面是我具体实现的功能。如下:
前台页面定义CollectionViewSource,其中OrderNum是值以下分组合计是以订单号为分组条件。
<CollectionViewSource x:Key="orderViewSource">
<CollectionViewSource.GroupDescriptions>
<PropertyGroupDescription PropertyName="OrderNum" />
</CollectionViewSource.GroupDescriptions>
</CollectionViewSource>
结果如下:
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" alt="" width="773" height="171" />我是以订单号作为分组条件,单后得到订单号一样的单子的货品金额合计和订货数量合计。
<ListView.GroupStyle>
<GroupStyle>
<GroupStyle.ContainerStyle>
<Style TargetType="{x:Type GroupItem}">
<Setter Property="Template">
<Setter.Value>
<ControlTemplate TargetType="{x:Type GroupItem}">
<DockPanel>
<Grid DockPanel.Dock="Bottom">
<Grid.Resources>
<local:TotalslSumConverter x:Key="sumslConverter" />
<local:TotaljeSumConverter x:Key="sumjeConverter" />
</Grid.Resources>
<Grid.ColumnDefinitions>
<ColumnDefinition Width="*" />
<ColumnDefinition Width="3*" />
</Grid.ColumnDefinitions>
<Grid.RowDefinitions>
<RowDefinition />
<RowDefinition />
<RowDefinition />
<RowDefinition />
</Grid.RowDefinitions>
<TextBlock Grid.Row="" Grid.Column="" Text="货品金额总计: " HorizontalAlignment="Right" FontWeight="Bold"/>
<TextBlock Grid.Row="" Grid.Column="" Text="订货数量总计: " HorizontalAlignment="Right" FontWeight="Bold"/>
<TextBlock Grid.Row="" Grid.Column="" HorizontalAlignment="Right" Text="{Binding Path=Items, Converter={StaticResource sumjeConverter}}" Width="" />
<TextBlock Grid.Row="" Grid.Column="" HorizontalAlignment="Right" Text="{Binding Path=Items, Converter={StaticResource sumslConverter}}" Width="" />
</Grid>
<ItemsPresenter />
</DockPanel>
</ControlTemplate>
</Setter.Value>
</Setter>
</Style>
</GroupStyle.ContainerStyle>
</GroupStyle>
</ListView.GroupStyle>
加入listview.groupstyle之后就是具体实现两个接口,sumjeConverter实现计算货品金额总和。sumslConverter实现计算订货数量总和。
public class TotaljeSumConverter : IValueConverter
{
public object Convert(object value, Type targetType, object parameter, CultureInfo culture)
{
var users = value as IEnumerable<object>;
if (users == null)
return "0.00"; decimal sum = ; foreach (var u in users)
{
sum = sum + ((OrderGoodsInfo)u).JE;
} return sum.ToString("c");
} public object ConvertBack(object value, Type targetType, object parameter, CultureInfo culture)
{
throw new System.NotImplementedException();
}
}
。
好了,我们可以更改CollectionViewSource中分组条件,例如是以基本单位为分组条件。那么修改CollectionViewSource,如下:
<CollectionViewSource x:Key="orderViewSource">
<CollectionViewSource.GroupDescriptions>
<PropertyGroupDescription PropertyName="JBDW" />
</CollectionViewSource.GroupDescriptions>
</CollectionViewSource>
结果如下:
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" alt="" />
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