首先:有三个数据表

现在用命令行建立它们的模型

php think make:model admin/Class


php think make:model index/Teacher

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" 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php think make:model index/Student
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" alt="" />

用法:

  $list = Classs::all();

  foreach($list as $key=>$value){

    $list[$key]['student']   -----学生(一个班级对应学生多个)

    $list[$key]['teacher']  ------老师(一个班级对应学生一个)

}

---------------------------------------------------------------------------------------------

   $list = TeacherDb::all();

  foreach($list as $key=>$value){

    $list[$key][‘class’]   -----班级(一个老师对应学生一个)

 

}

  

 

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