数据的“软删除”---把数据真正删除在某些时候会有问题。IsDeleted字段,false表示不删除,而是让用户可以看到,true表示是软删除,用户看不到。

一个表引用另外一张表的时候一定要引用主键。

用户的初始密码和密码重置,解锁。

第一步,再次设置数据库,为表T_Operator添加一个字段“IsDeleted”,bit类型(就是C#中的bool),不允许为空,此时保存时候会提示如下:

aaarticlea/png;base64,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" alt="" />

aaarticlea/png;base64,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" alt="" />

解决方法:第一步:在“工具”--->"选项"然后如图

aaarticlea/png;base64,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" alt="" />

第二步:是因为数据库中已经存有数据,新添加的字段“IsDeleted”不可为空,但是已存在的数据他的IsDeleted是空的,所以会报错。处理办法是,先允许此字段为空,然后再编辑之前的数据,为其添加该字段的值。然后保存即可。

第二步,在Operator.cs中为Operator类添加IsDeleted字段,代码如下:

public bool IsDeleted { get; set; }

第三步:在OperatorDAL.cs中的Inser(Operator op)方法添加IsDeleted字段,如下:

 SqlHelper.ExecuteNonQuery(@"insert into T_Operator (Id,UserName,Password,isDeleted) values(newid(),
@UserName,@Password,0)",

(注意:在SQL语句中bit用0,1表示,但是在.NET中用bool表示)

public Operator ToOperator(DataRow row)方法添加IsDeleted字段,如下:

op.IsDeleted=(bool)row["IsDeleted"];

第四步:在OperatorADL.cs中添加显示全部数据的ListAll()方法。代码如下:

//显示所有
public Operator[] ListAll()
{
DataTable dt = SqlHelper.ExecuteDataTable("Select * from T_Operator where IsDeleted=0");
Operator[] operators = new Operator[dt.Rows.Count];
for (int i = ; i < dt.Rows.Count;i++ )
{
operators[i] = ToOperator(dt.Rows[i]);
}
return operators;
}

注意:相关的功能要放在统一文件夹下,便于管理

数据的软删除-管理员的CRUD的更多相关文章

  1. 深入理解 EF Core:使用查询过滤器实现数据软删除

    原文:https://bit.ly/2Cy3J5f 作者:Jon P Smith 翻译:王亮 声明:我翻译技术文章不是逐句翻译的,而是根据我自己的理解来表述的.其中可能会去除一些本人实在不知道如何组织 ...

  2. 软删除脏数据job笔记

    某次处理一个case,发现线上库里有很多数据有问题.于是决定写一个job来将有问题的数据软删除掉.涉及到的两条SQL语句如下: <select id="loadTSKTVBillDai ...

  3. Laravel5.1 模型 --软删除

    软删除是比较实用的一种删除手段,比如说 你有一本账 有一笔记录你觉得不对给删了 过了几天发现不应该删除,这时候软删除的目的就实现了 你可以找到已经被删除的数据进行操作 可以是还原也可以是真正的删除. ...

  4. thinkphp自动完成、软删除 和时间戳

    thinkphp自动完成.软删除 和时间戳 一.总结 自动完成:没有手动赋值的情况下进行手动处理 软删除:实现假删除,可以进行恢复 时间戳:系统支持自动写入创建和更新的时间戳字段 二.thinkphp ...

  5. SQL中CRUD C——create 添加数据 R——read 读取数据 U——update 修改数据 D——delete 删除数据

    在SQL server中对数据库的操作: 删除表:drop table 表名修改表:alter table 表名 添加列add 列名 列类型alter table 表名 drop column 列名 ...

  6. DDD Code First 迁移数据实现EF CORE的软删除,值对象迁移配置

    感谢Jeffcky大佬的博客: EntityFramework Core 2.0全局过滤 (HasQueryFilter) https://www.cnblogs.com/CreateMyself/p ...

  7. tp5 model 中的软删除

    model中需use traits\model\SoftDelete; // 数据表中需添加一个 delete_time 字段保存删除时间 namespace app\index\model; use ...

  8. laravel框架总结(九) -- 软删除

    当模型被软删除时,它们并不会真的从数据库中被移除.而是会在模型上设置一个 deleted_at 属性并将其添加到数据库.如果对应模型被软删除,则deleted_at字段的值为删除时间,否则该值为空. ...

  9. Mysql软删除

    所谓软删除(Soft Deleting),即在删除数据表中的数据时,并不直接将其从数据表中删除,而是将其标志为删除,即在每张表中设置一个删除字段(如:IsDeleted)等,默认情况下其值为0,及未删 ...

随机推荐

  1. jquery-图片轮播(新手请大神指教一下)

    这是我刚学jquery写的,感觉效果不是很好. #scrollPics{ height: 330px; width: 980px; margin-bottom: 10px; overflow: hid ...

  2. Linux设置开机服务自动启动

    [root@localhost ~]# chkconfig --list     显示开机可以自动启动的服务[root@localhost ~]# chkconfig --add ***  添加开机自 ...

  3. apache 不执行PHP,显示代码

    首先检查是否安装PHP,已经安装过的话,先执行 locate libphp5.so 查看APACHE是否有SO文件,如果没有,那就要重装PHP了,先执行php -i | grep configure ...

  4. ERROR 1406 : Data too long for column 解决办法

    解决办法: 在my.ini里找到 sql-mode=”STRICT_TRANS_TABLES,NO_AUTO_Create_USER,NO_ENGINE_SUBSTITUTION” 把其中的STRIC ...

  5. hdu_5762_Teacher Bo(鸽笼原理)

    题目链接:hdu_5762_Teacher Bo 题意: 给你n个点,问你能否找到两对点的曼哈顿距离相等 题解: 最开始看到这题,看数据以为要向nlogn的复杂度发展,结果经验误导了自己,我们仔细观察 ...

  6. LeetCode OJ 99. Recover Binary Search Tree

    Two elements of a binary search tree (BST) are swapped by mistake. Recover the tree without changing ...

  7. ios图片剪切

    #import "ViewController.h" @interface ViewController ()@property (weak, nonatomic) IBOutle ...

  8. 很好的容斥思想 HDU 5514

    题目描述:有n只青蛙,m个石头(围成圆圈).第i只青蛙每次只能条a[i]个石头,问最后所有青蛙跳过的石头的下标总和是多少? 思路:经过绘图我们发现,每次跳过的位置一定是k*gcd(a[i], m).然 ...

  9. fdisk添加磁盘

    1.            通过Fdisk查看系统分区详细信息: Fdisk –l   详解: [root@jetsenLin ~]# fdisk -l Disk /dev/sda: 10.7 GB, ...

  10. MPEG1的码流层次与各层次的作用

    1. 序列层(Sequence layer) 序列层主要用于为随机播放提供全局参数支持,这些参数包括图像宽高.像素高宽比.帧率.码率.VBV大小.帧内量化矩阵.帧间量化矩阵. 2. 图像组层(Grou ...