以前一直都是用别人的分页控件，虽然用得很爽，但总觉的还是自己写个小插件比较好，这个插件效果、代码等都有参照别人完成的控件。即便功能并不是那么完善，扩展性也不好，bug或许还很多。个人觉得，适合自己用就行了。你对自己写的肯定会比较熟悉，当插件需要不停的重构，这个插件就慢慢完善了。现在要做的是走出开头的那一步。往往都是因为开头的那一步阻碍了我们。
废话一大堆........
惯例 Demo下载
效果图：
一、定义基础数据
//基础数据
var current_page = 1; //当前页
var num_edge = 4; //省略号前后显示数量
var counts = 40; //总页数
var display_num = 10; //每次显示数字数量
二、分页控件原理
第一种情况，出现前面：
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" alt="" />
//第一种情况为 出现前面的数字，假如当前页为current_page=12，display_num=10，num_edge=4
//display_num + Math.ceil(num_edge / 2) = 12 当current_page超过了12 就会出现第三种情况
//num1 = 16 = Math.max(16,10） 意思是可以显示超过10个数字
//num2 = 14 = Math.min（16,14） 意思是最多只能显示14个数字
if (current_page <= (display_num + Math.ceil(num_edge / 2))) {//Math.ceil(num_edge / 2)表示向上取整
var num1 = Math.max((current_page + num_edge), display_num);
var num2 = Math.min(num1, (display_num + num_edge));
for (var i = 1; i <= num2; i++) {
addItem(i);//生成数字的方法
}
addItem(-1, {text: "...", classes: "ellipse"});//省略号
//显示后面的那一段数字
for (var i = counts - num_edge + 1; i <= counts; i++) {
addItem(i);
}
}
第二种情况，出现后面：
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" alt="" />
// 第二种情况，出现后面的数字,假如当前页为current_page=31，display_num=10，num_edge=4
//当current_page 小于31 就会出现第三种情况
else if (current_page > (counts - display_num)) {
//生成前面的那一段
for (var i = 1; i <= num_edge; i++) {
addItem(i);
}
addItem(-1, {text: "...", classes: "ellipse"});//省略号
//num1 = 27 = Math.min(27,31)
var num1 = Math.min((current_page - num_edge), (counts - display_num + 1));
var num2 = counts;
for (var i = num1; i <= num2; i++) {
addItem(i);
}
}
第三种情况，出现中间：
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" alt="" />
//第三种情况，出现中间数字
else {
for (var i = 1; i <= num_edge; i++) {
addItem(i);
}
addItem(-1, {text: "...", classes: "ellipse"});
//在这种情况，current_page 总是大于12小于31
//num2 - num1 总是等于10
var num1 = current_page - Math.ceil(display_num / 2);
var num2 = num1 + display_num - 1;
for (var i = num1; i <= num2; i++) {
addItem(i);
}
addItem(-1, {text: "...", classes: "ellipse"});
for (var i = counts - num_edge; i <= counts; i++) {
addItem(i);
}
}
三、生成数字
//生成数字
var addItem = function (page_id, opts) {
//$.extend()这句意思是传过来的opts将覆盖{text: page_id, classes: ""}，如果opts为空 则与{}匹配
//例如：addItem(current_page - 1, {text: "<<", classes: "btn_text"});
opts = $.extend({text: page_id, classes: ""}, opts || {});
//省略号、第一页（page_id < 1）和 最后一页（page_id > options.counts_num）所生成的标签
if (page_id < 1 || page_id > counts) {
var view = $("<span class='" + opts.classes + "'>" + opts.text + "</span>");
}
//当前页（page_id == options.current_page）的样式和标签
else if (page_id == current_page) {
var view = $("<span class='current_background'>" + opts.text + "</span>");
}
//其他情况
else {
var view = $("<span class='" + opts.classes + "'>" + opts.text + "</span>").bind("click", getClick(page_id));
}
$('.pagination').append(view);//标签放入.pagination
};
//点击某个数字调用的方法
var getClick = function (page_id) {
return function () {
return pageSelected(page_id);
}
};
var pageSelected = function (index) {
current_page = index;
$(".views div").eq(current_page - 1).show().siblings().hide();
viewNum();
};
大部分的代码都已经展现出来，其他部分可以看源文件。当然不单只是这种逻辑，还有其他更好的逻辑只是我想不到而已，我能想到的就是这种比较直观、笨的逻辑，就只能把效果显示出来而已。如果您有更好算法请告诉我，非常感谢！如果你看有哪些地方不正确、不好的请告诉我，同样感谢！
下一章将会重构成插件，只要传入参数就可以随便调用了。然后通过asp.net项目把插件应用到实际项目中。
如果你觉得还不错，给个推荐吧！
转载请注明出处，谢谢！