2016/06/09 ThinkPHP3.2.3使用分页
效果图:
aaarticlea/jpeg;base64,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" alt="" />
在这里我有先把page的设置做成了一个函数getpage,将这个方法放到Application\Common\Common\function.php(注意function不是类)中方便其他地方调用,代码如下:
<?php
/**
* TODO 基础分页的相同代码封装,使前台的代码更少
* @param $count 要分页的总记录数
* @param int $pagesize 每页查询条数
* @return \Think\Page
*/
function getpage($count, $pagesize = 10) {
$p = new Think\Page($count, $pagesize);
$p->setConfig('header', '<li class="rows">共<b>%TOTAL_ROW%</b>条记录 第<b>%NOW_PAGE%</b>页/共<b>%TOTAL_PAGE%</b>页</li>');
$p->setConfig('prev', '上一页');
$p->setConfig('next', '下一页');
$p->setConfig('last', '末页');
$p->setConfig('first', '首页');
$p->setConfig('theme', '%FIRST%%UP_PAGE%%LINK_PAGE%%DOWN_PAGE%%END%%HEADER%');
$p->lastSuffix = false;//最后一页不显示为总页数
return $p;
}
?>
控制器中使用的代码如下:
public function showAllUsers() {
$m = M('User');
$where = "id>10";
$count = $m->where($where)->count();
$p = getpage($count,1);
$list = $m->field(true)->where($where)->order('id')->limit($p->firstRow, $p->listRows)->select();
$this->assign('select', $list); // 赋值数据集
$this->assign('page', $p->show()); // 赋值分页输出
$this->display();
}
接下来在View中的使用:
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<title>用户信息输出</title>
<link href="__ROOT__/Public/Css/style.css" rel="stylesheet" type="text/css" />
<link href="__ROOT__/Public/Css/mypage.css" rel="stylesheet" type="text/css"/>
</head> <body>
<table width="405" border="1" cellpadding="1" cellspacing="1" bgcolor="#99CC33" bordercolor="#FFFFFF">
<tr>
<td colspan="3" bgcolor="#FFFFFF" class="title" align="center">当前登录用户:{$Think.session.admin}</td>
</tr>
<tr>
<td colspan="3" bgcolor="#FFFFFF" class="title" align="center">用户信息</td>
</tr>
<tr class="title">
<td bgcolor="#FFFFFF" width="44">ID</td>
<td bgcolor="#FFFFFF" width="120">用户名</td>
<td bgcolor="#FFFFFF" width="223">密码</td>
</tr>
<foreach name='select' item='user' >
<tr class="content">
<td bgcolor="#FFFFFF"> {$user.id}</td>
<td bgcolor="#FFFFFF"> {$user.account}</td>
<td bgcolor="#FFFFFF"> {$user.pwd}</td>
</tr>
</foreach>
<tr class="content">
<!--<td colspan="3" bgcolor="#FFFFFF"> {$page}</td>-->
<td colspan="3" bgcolor="#FFFFFF"><div class="pages">
{$page}
</div></td>
</tr>
</table>
</body>
</html>
其中设置分页的样式mypage.css,如下:
.pages a,.pages span {
display:inline-block;
padding:2px 5px;
margin:0 1px;
border:1px solid #f0f0f0;
-webkit-border-radius:3px;
-moz-border-radius:3px;
border-radius:3px;
}
.pages a,.pages li {
display:inline-block;
list-style: none;
text-decoration:none; color:#58A0D3;
}
.pages a.first,.pages a.prev,.pages a.next,.pages a.end{
margin:0;
}
.pages a:hover{
border-color:#50A8E6;
}
.pages span.current{
background:#50A8E6;
color:#FFF;
font-weight:700;
border-color:#50A8E6;
}
2016/06/09 ThinkPHP3.2.3使用分页的更多相关文章
- 摩根斯坦利 - 2016年09月8日 面试题 - HashMap
摩根斯坦利 - 2016年09月8日 面试题: 给定一个 Map<Person, Object> map = new HashMap<Person, Object>(); 放入 ...
- ThinkPHP3.2.3使用分页
首先要搞清楚的就是ThinkPHP3.2.3的分页类已经被移到了Think\Page.class.php,这是跟以前的版本有些不一样的,使用起来还是跟以前版本差不多,但是默认的效果不敢恭维,所以最好是 ...
- Murano Weekly Meeting 2016.08.09
Meeting time: 2016.August.09 1:00~2:00 Chairperson: Kirill Zaitsev, from Mirantis Meeting summary: ...
- http://stormzhang.com/opensource/2016/06/26/android-open-source-project-recommend1/
转载自:http://stormzhang.com/opensource/2016/06/26/android-open-source-project-recommend1/ 推荐他的所有博文~ 图片 ...
- 2016/05/17 thinkphp3.2.2 分页的使用:①在Home下设置Publics文件夹或在thinkPHP下library的vender 把page.class.php 考贝进入 ②通过new 实例化方式调用 $page=new \Home\Publics\Page($total,3);
注意分页的方法有两种:一种是thinkphp3.2 自带的 另一种是之前新闻页用过的 显示效果稍有差别 显示效果: 细节问题: ①搜索页面 要加session判断 和 分页 ②修改 ...
- [2016.08.09]文本替换专家 v5.2
软件名称:文本替换专家最新版本:v5.2软件授权:共享软件发布日期:2016.01.18文件大小:650KB操作系统:XP/2003/Win7/Win2008开发人员:胡洪祥版权所有:胡洪祥
- 2016.07.09 offsetWidth 和一个问题。
javascript 中 offsetWidth 是对象的可见宽度,包滚动条等边线,会随窗口的显示大小改变 clientWidth.offsetWidth.clientHeight区别 IE6.0.F ...
- 关于Thinkphp3.2版本的分页问题
最近公司官网改版,需要把旧的thinkphp版本换到现在最新的3.2去,因此,就开展了一系列的升级工作..在修改命名空间的同时,发现Page分页类能正常运行了,但是分页的链接却是错误的,例如在Admi ...
- Technical Committee Weekly Meeting 2016.06.21
Meeting time: 2016.June.21 1:00~2:00 Chairperson: Thierry Carrez Meeting summary: 1.Add current hou ...
随机推荐
- Educational Codeforces Round 24
A. Diplomas and Certificates time limit per test 1 second memory limit per test 256 megabytes input ...
- 【U+B+D】三层框架 原理+实例
导读:三层的学习,也终于得到收获了.这个过程很艰辛,不止一次的想放弃.在这一个学习过程中,真的很感谢师傅的尽心.耐心.费心.其实真的很脆弱,现在回想起来都很不可思议. 一.基本概况 1,什么是三层 我 ...
- 九度oj 题目1030:毕业bg
题目描述: 每年毕业的季节都会有大量毕业生发起狂欢,好朋友们相约吃散伙饭,网络上称为“bg”.参加不同团体的bg会有不同的感觉,我们可以用一个非负整数为每个bg定义一个“快乐度”.现给定一个b ...
- 如何诊断RAC系统中的'gc cr multi block request'?
'gc cr multi block request' 是RAC数据库上比较常见的一种等待事件,在RAC 上进行全表扫描(Full Table Scan)或者全索引扫描(Index Fast Full ...
- HDU 5352 MZL's City (2015 Multi-University Training Contest 5)
题目大意: 一个地方的点和道路在M年前全部被破坏,每年可以有三个操作, 1.把与一个点X一个联通块内的一些点重建,2.连一条边,3.地震震坏一些边,每年最多能重建K个城市,问最多能建多少城市,并输出操 ...
- uva 11997 优先队列
K Smallest Sums You're given k arrays, each array has k integers. There are kk ways to pick exactly ...
- 洛谷 [P3812] 线性基
异或空间下的线性基模版 异或空间下求线性基,本质还是高斯消元,参见 http://www.cnblogs.com/Mr-WolframsMgcBox/p/8562924.html 求最大值是一个贪心的 ...
- 1109 NOIP 模拟考试
NOIP2016 模拟赛 ——那些年,我们学过的文化课 背单词(word.c/cpp/pas)[题目描述]fqk 退役后开始补习文化课啦, 于是他打开了英语必修一开始背单词. 看着满篇的单词非常头疼, ...
- msp430项目编程37
msp430中项目---usb接口编程37 1.电路工作原理 2.代码(显示部分) 3.代码(功能实现) 4.项目总结
- Python入门--5--列表
python没有数组 蛋是有列表 列表里面可以有:整数,浮点数,字符串,对象 没有数组,没有数组,没有数组,不重要的也说三遍!! 一.创建列表 x = ['abc','sas','www'] ...