网上查看了好多资料,没有找到很清楚明了的结果,经过了多天的研究,无意发现了这个方法来进行全局调用

效果展示:

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" alt="" />

1.主窗口代码

  public partial class MainWindow : MetroWindow
{
public MainWindow()
{
InitializeComponent(); MessageExt.Instance.ShowDialog = ShowDialog; MessageExt.Instance.ShowYesNo = ShowYesNo;
}
public async void ShowDialog(string message, string title)
{
var mySettings = new MetroDialogSettings()
{
AffirmativeButtonText = "关闭",
ColorScheme = MetroDialogColorScheme.Theme
};
MessageDialogResult result = await this.ShowMessageAsync(title, message, MessageDialogStyle.Affirmative, mySettings);
}
public async void ShowYesNo(string message, string title,Action action)
{
       var mySettings = new MetroDialogSettings()
{
AffirmativeButtonText = "确定",
NegativeButtonText = "取消",
ColorScheme = MetroDialogColorScheme.Theme
};
MessageDialogResult result = await this.ShowMessageAsync(title, message, MessageDialogStyle.AffirmativeAndNegative, mySettings);
if (result == MessageDialogResult.Affirmative)
await Task.Factory.StartNew(action);
}
}

2.单例类代码

    public sealed class MessageExt
{
private static readonly MessageExt instance = new MessageExt();
private MessageExt()
{
} public static MessageExt Instance
{
get
{
return instance;
}
}
/// <summary>
/// 调用消息窗口的代理事件
/// </summary>
public Action<string, string> ShowDialog { get; set; }
/// <summary>
/// 调用消息确认窗口的代理事件
/// </summary>
public Action<string, string, Action> ShowYesNo { get; set; }
}

3.调用方法:

     MessageExt.Instance.ShowDialog("查询", "提示");

     MessageExt.Instance.ShowYesNo("查询", "提示", new Action(() => {
MessageBox.Show("我来了");
}));

其他请自行实现。

官方调用消息窗口的demo代码

 private async void ShowMessageDialog(object sender, RoutedEventArgs e)
{
// This demo runs on .Net 4.0, but we're using the Microsoft.Bcl.Async package so we have async/await support
// The package is only used by the demo and not a dependency of the library!
MetroDialogOptions.ColorScheme = UseAccentForDialogsMenuItem.IsChecked ? MetroDialogColorScheme.Accented : MetroDialogColorScheme.Theme; var mySettings = new MetroDialogSettings()
{
AffirmativeButtonText = "Hi", //确定
NegativeButtonText = "Go away!", //否
FirstAuxiliaryButtonText = "Cancel",
//第一个自定义按钮, SecondAuxiliaryButtonText为第二个自定义按钮
ColorScheme = UseAccentForDialogsMenuItem.IsChecked ? MetroDialogColorScheme.Accented : MetroDialogColorScheme.Theme
}; MessageDialogResult result = await this.ShowMessageAsync("Hello!", "Welcome to the world of metro!",
MessageDialogStyle.AffirmativeAndNegativeAndSingleAuxiliary, mySettings); if (result != MessageDialogResult.FirstAuxiliary) //这里编写点击后的代码
await this.ShowMessageAsync("Result", "You said: " + (result == MessageDialogResult.Affirmative ? mySettings.AffirmativeButtonText : mySettings.NegativeButtonText +
Environment.NewLine + Environment.NewLine + "This dialog will follow the Use Accent setting."));
} private async void ShowLimitedMessageDialog(object sender, RoutedEventArgs e)
{
var mySettings = new MetroDialogSettings()
{
AffirmativeButtonText = "Hi",
NegativeButtonText = "Go away!",
FirstAuxiliaryButtonText = "Cancel",
MaximumBodyHeight = ,
ColorScheme = UseAccentForDialogsMenuItem.IsChecked ? MetroDialogColorScheme.Accented : MetroDialogColorScheme.Theme
}; MessageDialogResult result = await this.ShowMessageAsync("Hello!", "Welcome to the world of metro!" + string.Join(Environment.NewLine, "abc","def","ghi", "jkl","mno","pqr","stu","vwx","yz"),
MessageDialogStyle.AffirmativeAndNegativeAndSingleAuxiliary, mySettings); if (result != MessageDialogResult.FirstAuxiliary)
await this.ShowMessageAsync("Result", "You said: " + (result == MessageDialogResult.Affirmative ? mySettings.AffirmativeButtonText : mySettings.NegativeButtonText +
Environment.NewLine + Environment.NewLine + "This dialog will follow the Use Accent setting."));
}

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