黑脸艺术家 发表于 2023-4-11 12:19:53

运行出错请问该如何修改?

CREATE TABLE IF NOT EXISTS 学生表 (
        sno CHAR(10) NOT NULL COMMENT '学号',
    sn VARCHAR(12) NOT NULL COMMENT '姓名',
    sex ENUM('男','女') NOT NULL DEFAULT '男' COMMENT '性别',
    dat DATE NOT NULL COMMENT '出生日期',
    maj VARCHAR(10) NOT NULL COMMENT '专业',
    DEP VARCHAR(10) NOT NULL COMMENT '院系',
    pho VARCHAR(11) NOT NULL COMMENT '联系电话',
    PRIMARY KEY (sno)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_0900_ai_ci;
INSERT INTO 学生表 (sno,sn,sex,dat,maj,DEP,pho)
VALUES ('0433','张艳','女','2000-9-13','计算机','信息学院',' '),
('0496','李越','女','2001-1-23','信息','信息学院','1381290xxxx'),
('0529','赵欣','男','2002-2-27','信息','信息学院','1350222xxxx'),
('0531','张志国','女','2002-10-10','自动化','工学院','1331256xxxx'),
('0538','于兰兰','男','2002-2-1','数学','理学院','1331200xxxx'),
('0591','王丽丽','女','2003-3-21','计算机','信息学院','1332080xxxx'),
('0592','王海强','女','2003-9-1','数学','理学院','');

CREATE TABLE IF NOT EXISTS 课程表 (
        course_sno CHAR(10) NOT NULL COMMENT '课程号',
    cn CHAR(30) NOT NULL COMMENT '课程名',
    cnu FLOAT(6) NOT NULL COMMENT '学分数',
    cti FLOAT(6) NOT NULL COMMENT '学时数',
    tec VARCHAR(12) NOT NULL COMMENT '任课教师',
    PRIMARY KEY (course_sno)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_0900_ai_ci;
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VALUES ('K001','计算机图形学','2.5','40','胡晶晶'),
('K002','计算机应用基础','3','48','任泉'),
('K006','数据结构','4','64','马跃先'),
('M001','政治经济学','4','64','孔繁新'),
('S001','高等数学','3','48','赵晓尘');


CREATE TABLE IF NOT EXISTS 学生成绩表 (
        course_sno CHAR(10) NOT NULL COMMENT '课程号',
    sno CHAR(10) NOT NULL COMMENT '学号',
    tim FLOAT NOT NULL COMMENT '选课时间',
    nor INT NOT NULL COMMENT '平时成绩',
        pro FLOAT NOT NULL COMMENT '平时成绩比重',
    tex INT NOT NULL COMMENT '考试成绩',
    PRIMARY KEY (course_sno)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_0900_ai_ci;
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAeCAYAAABNChwpAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAAALESURBVFhH7VVLaxNRFP5mJpOJTYx5tIIWH9SqG0FQiwpa1CJSsVgE/Rfu/Bnu/BeuCkK7KPURpZWqRaGiQnEhVKVt+sijeUwy4/luxuKiTq6LkoX9YDhzXjPnntc1fAE6CDOgHcNuALsB7AbQ8QC0FpG7koe7tALU64AXYm4aQDQKe3837O5sIAyHVgBrE1NYfTIBfzkv0biBdBvYNoyeLDIjw0gPDwXCcIQG0Fhbx8bkc5TfzKH6ZQF+pQpDDgnDhN9sAnQVgWFZ8u612D0xxE72Iz5wBvuuX0EknWp97C8I7QGvWEIxN43K/CegVkckm4bTdxTO8T5Y8S4YdkRR8pRTTzva04/+7RAagO95QLUqtXdhyo94qvSdEWTujcLuPQArkVCUPOXU04729FP+bdB+CphWy5SfxRE7cUydljR16wbSd28r+qecdrSnnw40x9CQ+vrwpAf8RhNWMon4+bNIXrusKHnKlV61FBtFD1oBsOEaMgHrY+Moz8yiKbW19iak5hlFyVNOPe1Ug2pCMwMCqacndfVYX+l4NQ6muJMKTzn1tPsX6AXAUYs5cI4ckiXTI91vw3cb8sOaouQpp552rVnVg1YAnHO7pxup0ZtIXBzYSnsjv7pVDsqpp53aC5rQ64Eg/e7PJbjLK6gv/sDG+CTWHo8pSp5y6mmnM36/ER4AUxmcplkqo/LxMzbfvUd5dg6llzMovphWlDzl1NNOgX4apQhdxfVvi/j+8BFqC1/VcuHmM2MxlWKmnt3Od5aA7+r00hOI2nD6+3DwwX1ED/cGX9seoQHwNJsf5lGYyqH0+m3rNmRDyqPSrJa/8DIN6jN85DZMXDiH5NAguk6fUospDFq3YeHZKxSe5uDXauFjJoEYjiMLahDJq5cCYTi0AvDl5J5cMuqE7SAZMZ0oDMmEDrQC2EnoLaIdxP8eAPALA0xcwloPvt8AAAAASUVORK5CYII=INSERT INTO 学生成绩表(course_sno,sno,tim,nor,pro,tex),
VALUES ('K001','0433','2017-8-23 16:14:11','90.5','0.4','93.5'),
('K001','0529','2017-8-24 8:15:11','85','0.3','90'),
('K001','0531','2017-8-25 10:18:34','57','0.4','75'),
('K001','0591','2017-8-24 15:20:24','81.5','0.4','71.5'),
('K002','0496','2018-2-25 15:20:24',' ','0.3',' '),
('K002','0529','2018-2-24 10:15:21','70','0.4','83'),
('K002','0531','2018-2-25 13:20:19','75','0.2','81.5'),
('K002','0538','2018-2-24 14:20:24','70.5','0.4','73'),
('K002','0592','2018-2-15 9:18:12','85','0.4',' '),
('K006','0531','2018-8-25 19:17:25','93','0.3','86'),
('K006','0591','2018-8-24 13:19:45','85','0.4','82'),
('M001','0496','2019-2-23 10:8:11','83','0.3','91'),
('M001','0591','2019-2-25 12:14:12','92.5','0.4','89'),
('S001','0531','2019-8-26 13:15:12','82.5','0.4','77'),
('S001','0538','2019-8-27 15:10:12','75.2','0.3','');

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

isdkz 发表于 2023-4-11 12:27:10

您好!根据您提供的代码,我发现了几个问题。请参考以下修复后的代码:

CREATE TABLE IF NOT EXISTS 学生表 (
      sno CHAR(10) NOT NULL COMMENT '学号',
    sn VARCHAR(12) NOT NULL COMMENT '姓名',
    sex ENUM('男','女') NOT NULL DEFAULT '男' COMMENT '性别',
    dat DATE NOT NULL COMMENT '出生日期',
    maj VARCHAR(10) NOT NULL COMMENT '专业',
    DEP VARCHAR(10) NOT NULL COMMENT '院系',
    pho VARCHAR(11) NOT NULL COMMENT '联系电话',
    PRIMARY KEY (sno)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_0900_ai_ci;
INSERT INTO 学生表 (sno,sn,sex,dat,maj,DEP,pho)
VALUES ('0433','张艳','女','2000-9-13','计算机','信息学院',' '),
('0496','李越','女','2001-1-23','信息','信息学院','1381290xxxx'),
('0529','赵欣','男','2002-2-27','信息','信息学院','1350222xxxx'),
('0531','张志国','女','2002-10-10','自动化','工学院','1331256xxxx'),
('0538','于兰兰','男','2002-2-1','数学','理学院','1331200xxxx'),
('0591','王丽丽','女','2003-3-21','计算机','信息学院','1332080xxxx'),
('0592','王海强','女','2003-9-1','数学','理学院','');

CREATE TABLE IF NOT EXISTS 课程表 (
      course_sno CHAR(10) NOT NULL COMMENT '课程号',
    cn CHAR(30) NOT NULL COMMENT '课程名',
    cnu FLOAT(6) NOT NULL COMMENT '学分数',
    cti FLOAT(6) NOT NULL COMMENT '学时数',
    tec VARCHAR(12) NOT NULL COMMENT '任课教师',
    PRIMARY KEY (course_sno)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_0900_ai_ci;
INSERT INTO 课程表 (course_sno,cn,cnu,cti,tec)
VALUES ('K001','计算机图形学','2.5','40','胡晶晶'),
('K002','计算机应用基础','3','48','任泉'),
('K006','数据结构','4','64','马跃先'),
('M001','政治经济学','4','64','孔繁新'),
('S001','高等数学','3','48','赵晓尘');

CREATE TABLE IF NOT EXISTS 学生成绩表 (
      course_sno CHAR(10) NOT NULL COMMENT '课程号',
    sno CHAR(10) NOT NULL COMMENT '学号',
    tim TIMESTAMP NOT NULL COMMENT '选课时间',
    nor INT NOT NULL COMMENT '平时成绩',
    pro FLOAT NOT NULL COMMENT '平时成绩比重',
    tex INT NOT NULL COMMENT '考试成绩',
    PRIMARY KEY (course_sno, sno)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_0900_ai_ci;
INSERT INTO 学生成绩表(course_sno, sno, tim, nor, pro, tex)
VALUES ('K001','0433','2017-8-23 16:14:11',90.5,0.4,93.5),
('K001','0529','2017-8-24 8:15:11',85,0.3,90),
('K001','0531','2017-8-25 10:18:34',57,0.4,75),
('K001','0591','2017-8-24 15:20:24',81.5,0.4,71.5),
('K002','0496','2018-2-25 15:20:24',NULL,0.3,NULL),
('K002','0529','2018-2-24 10:15:21',70,0.4,83),
('K002','0531','2018-2-25 13:20:19',75,0.2,81.5),
('K002','0538','2018-2-24 14:20:24',70.5,0.4,73),
('K002','0592','2018-2-15 9:18:12',85,0.4,NULL),
('K006','0531','2018-8-25 19:17:25',93,0.3,86),
('K006','0591','2018-8-24 13:19:45',85,0.4,82),
('M001','0496','2019-2-23 10:8:11',83,0.3,91),
('M001','0591','2019-2-25 12:14:12',92.5,0.4,89),
('S001','0531','2019-8-26 13:15:12',82.5,0.4,77),
('S001','0538','2019-8-27 15:10:12',75.2,0.3,NULL);


在此修复的问题有:

1. 在 `学生成绩表` 定义中,将 `tim` 列的数据类型从 `FLOAT` 更改为 `TIMESTAMP`。
2. 将学生成绩表的主键更改为 `(course_sno, sno)`,因为同一个课程和同一个学生之间的关系应该是唯一的。
3. 在 `INSERT INTO 学生成绩表` 语句中,删除了多余的括号。
4. 将平时成绩和考试成绩中的空值用 `NULL` 替换,因为在 SQL 中,空值应该使用 `NULL` 表示。

现在您应该可以运行修复后的代码,如果有其他问题,请随时告诉我。

黑脸艺术家 发表于 2023-4-11 12:44:37

isdkz 发表于 2023-4-11 12:27
您好!根据您提供的代码,我发现了几个问题。请参考以下修复后的代码:




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请问这是什么意思

黑脸艺术家 发表于 2023-4-11 12:45:49

isdkz 发表于 2023-4-11 12:27
您好!根据您提供的代码,我发现了几个问题。请参考以下修复后的代码:




Error Code: 1062. Duplicate entry '0433' for key '学生表.PRIMARY'
请问这是什么意思

isdkz 发表于 2023-4-11 12:48:16

黑脸艺术家 发表于 2023-4-11 12:45
Error Code: 1062. Duplicate entry '0433' for key '学生表.PRIMARY'
请问这是什么意思

错误代码1062表示在尝试插入数据时遇到了主键冲突。在这种情况下,这意味着您尝试插入的数据行具有与已存在数据行相同的主键值。在您的例子中,主键是学号(sno),所以这意味着您可能已经插入了一个具有相同学号 '0433' 的学生。

要解决这个问题,请确保每个学生的学号都是唯一的。请检查您的 INSERT INTO 学生表 语句,确保没有重复的学号。如果有重复,请更正它们以避免冲突。同时,检查您的数据库,以确保之前没有插入具有相同主键的数据。

如果这是首次运行此脚本,可以通过确保 INSERT INTO 学生表 语句中没有重复的学号来解决问题。如果您之前已经运行了这个脚本,您可能需要删除已存在的具有相同主键值的数据,或者清空表格以避免插入冲突。

如果您已经修复了数据并且仍然遇到问题,请告诉我。我将帮助您进一步调查。

黑脸艺术家 发表于 2023-4-12 09:54:04

本帖最后由 黑脸艺术家 于 2023-4-12 09:56 编辑

isdkz 发表于 2023-4-11 12:48
错误代码1062表示在尝试插入数据时遇到了主键冲突。在这种情况下,这意味着您尝试插入的数据行具有与已存 ...

学生成绩表中,依据您的修改将空值写为NULL,出现以下错误:
Error Code: 1048. Column 'nor' cannot be null
若改回原来空值的写法‘   ’,则出现以下错误:
Error Code: 1366. Incorrect integer value: '' for column 'nor' at row 5
(row 5:nor INT NOT NULL COMMENT '平时成绩',   )

且变量tex也出现同样错误提示

isdkz 发表于 2023-4-12 10:22:38

黑脸艺术家 发表于 2023-4-12 09:54
学生成绩表中,依据您的修改将空值写为NULL,出现以下错误:
Error Code: 1048. Column 'nor' cannot...

由于 nor 和 tex 列的数据类型是 INT,并且在表结构中设置为 NOT NULL,所以不能插入 NULL 值。

解决方案是允许这两列插入 NULL 值。请参考以下修复后的代码:

在创建学生成绩表的语句中,将 nor 和 tex 列的定义更改为允许 NULL 值:

CREATE TABLE IF NOT EXISTS 学生成绩表 (
      course_sno CHAR(10) NOT NULL COMMENT '课程号',
    sno CHAR(10) NOT NULL COMMENT '学号',
    tim TIMESTAMP NOT NULL COMMENT '选课时间',
    nor INT NULL COMMENT '平时成绩',
    pro FLOAT NOT NULL COMMENT '平时成绩比重',
    tex INT NULL COMMENT '考试成绩',
    PRIMARY KEY (course_sno, sno)
) ENGINE = InnoDB DEFAULT CHARSET = utf8mb4 COLLATE = utf8mb4_0900_ai_ci;

然后您可以使用之前修复的 INSERT INTO 学生成绩表 语句,将空值写为 NULL。现在应该可以正常运行了。
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