c#中queue的用法
Queue队列就是先进先出。它并没有实现 IList,ICollection。所以它不能按索引访问元素,不能使用Add和Remove。下面是 Queue的一些方法和属性
Enqueue():在队列的末端添加元素
Dequeue():在队列的头部读取和删除一个元素,注意,这里读取元素的同时也删除了这个元素。如果队列中不再有任何元素。就抛出异常
Peek():在队列的头读取一个元素,但是不删除它
Count:返回队列中的元素个数
TrimExcess():重新设置队列的容量,因为调用Dequeue方法读取删除元素后不会重新设置队列的容量。
Contains():确定某个元素是否在队列中
CopyTo():把元素队列复制到一个已有的数组中
ToArray():返回一个包含元素的新数组
做一个小例子来说明下队列的用法:
首先建立一个实体类
[Serializable]
public class Person:IEquatable<Person>
{
private string name;
public string Name
{
get { return name; }
set { name = value; }
} private string phone;
public string Phone
{
get { return phone; }
set { phone = value; }
} private bool? isGet; public bool? IsGet
{
get { return isGet; }
set { isGet = value; }
} public Person() { } public Person(string name, string phone,bool? isGet)
{
this.name = name;
this.phone = phone;
this.isGet = isGet;
} public bool Equals(Person person)
{
if (person == null)
{
return false;
}
if (this.name == person.name && this.phone == person.phone)
{
return true;
}
else
{
return false;
}
}
}
然后建立一个queue的包装类
public class Manager
{
private Queue<Person> queue = new Queue<Person>();
public void Add(Person p)
{
queue.Enqueue(p);
} public Person Get()
{
return queue.Dequeue();
} public bool IsGet(Person p)
{
bool resule = false;
resule = queue.Contains(p);
return resule;
} public bool IsHaveElement()
{
if (queue.Count <= )
{
return false;
}
else
{
return true;
}
} public int GetQueueCount()
{
return queue.Count;
}
}
剩下就是搞一个winform界面:
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" alt="" />
最后,就可以向队列里加东西了,每次显示的时候 都从队列里减一条
public partial class Form1 : Form
{
private Manager manager;
public Form1()
{
manager=new Manager();
InitializeComponent();
} private void btnSelect_Click(object sender, EventArgs e)
{
if (string.IsNullOrEmpty(txtPhone.Text.Trim()) || string.IsNullOrEmpty(txtPhone.Text.Trim()))
{
MessageBox.Show("Invalided Message");
}
else
{
string name = txtName.Text.Trim();
string phone = txtPhone.Text.Trim(); if (manager.IsGet(new Person(name, phone, null)))
{
MessageBox.Show("This list have already in queue");
}
else
{
manager.Add(new Person(name, phone, null));
txtName.Text = string.Empty;
txtPhone.Text = string.Empty;
tsLabel.Text ="Number : "+ manager.GetQueueCount().ToString();
// MessageBox.Show("OK!");
}
} } private void btnView_Click(object sender, EventArgs e)
{
Person person = new Person();
if(manager.IsHaveElement())
{
person = manager.Get();
ListViewItem li = new ListViewItem();
li.SubItems[].Text = person.Name;
li.SubItems.Add(person.Phone);
listView.Items.Add(li);
tsLabel.Text = "Number : " + manager.GetQueueCount().ToString();
}
else
{
MessageBox.Show("No user");
}
}
}
可见以下运行结果,其中状态栏中的Number是指队列中元素的数量
aaarticlea/png;base64,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" 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