[moka同学笔记]Yii2.0循环查询并对结果累加求和
在控制器中查询好数据 $model
在视图中输入
<?php foreach($model as $key=>$r):?>
<tr class="text-center">
<td><?=$r->id?></td>
<td><?=$r->name?></td>
<td><?php echo Province::find()->where(['country_id'=>$r->id])->count(); ?></td>
<td>
<?php
//通过国家ID-->找到省ID--->城市,统计城市$province_record = Province::find()->where(["country_id" => $r->id])->all();
if(!empty($province_record)) {
$city_num =0;
foreach ($province_record as $record => $p) {
//单个省对应的城市数量
$city_count = City::find()->where(["province_id" => $p->id])->count();
//全部加起来才是国家对应的城市数量
$city_num += $city_count;
}
echo $city_num;
}else{
echo '-';
}
?>
</td>
<td>
<a href="<?= Url::toRoute(['update', 'id' => $r->id]) ?>" >编辑国家</a>
<span class="cpmain" data-handle="confirm" data-url="<?= Url::toRoute(['deletee', 'id' => $r->id]) ?>">删除</span>
</td>
</tr>
<?php endforeach; ?>
城市数量统计解释 [省表中有国家的id,城市表中有省的id,但是国家和城市表中间没有关联,所以需要在省表中通过国家ID,找出省ID,然后在通过省ID去城市表中查找城市。]
1.通过国家ID在省表中查询省ID
$province_record = Province::find()->where(["country_id" => $r->id])->all();
2.需要判断一下是否查询到了省ID,然后再根据省ID,在城市表中去查询城市。
if(!empty($province_record)) {
$city_num =0;
foreach ($province_record as $record => $p) {
//单个省对应的城市数量
$city_count = City::find()->where(["province_id" => $p->id])->count();
//全部加起来才是国家对应的城市数量
$city_num += $city_count;
}
echo $city_num;
}else{
echo '-';
}
3.根据省ID查询出来的是单个省的城市的数量,我们需要统计国家中的城市数量,所以需要做累加
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" alt="" width="690" height="265" />
$model
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