Highcharts之折线图

时间:2023-02-10 19:48:51
 <!DOCTYPE html>
<html> <head>
<meta charset="UTF-8">
<title>Highcharts折线图举例</title>
<script src="js/jquery-3.2.1.min.js"></script>
<script src="js/highcharts.js"></script>
<script src="js/highcharts.js"></script> </head> <body>
<div id="container" style="width: 1300px; height: 450px; margin: 0 auto"></div>
<div id="jsoner" style="width: 1300px; height: 450px; margin: 0 auto"></div>
<script language="JavaScript">
$(document).ready(function() {
var chart = {
type: 'line'
};
var title = {
text: '<b>月平均气温统计表</b>'
};
var subtitle = {
text: '来源:国家气象网'
};
var xAxis = {
categories: ['一月', '二月', '三月', '四月', '五月', '六月', '七月', '八月', '九月', '十月', '十一月', '十二月']
};
var yAxis = {
title: {
text: '温度 (\xB0C)'
},
plotLines: [{
value: 0,
width: 1,
color: '#808080'
}]
};
var plotOptions = {
line: {
dataLabels: {
enabled: true //图表中显示每个点的数值
},
enableMouseTracking: true //鼠标悬停提示
}
}; //提示后缀加单位
var tooltip = {
valueSuffix: '\xB0C'
}; //设置图例的展示方式为右中对齐,非必须
var legend = {
layout: 'vertical',
align: 'right',
verticalAlign: 'middle',
borderWidth: 0
}; var series = [{
name: 'Tokyo',
data: [7.0, 6.9, 9.5, 14.5, 18.2, 21.5, 25.2,
26.5, 23.3, 18.3, 13.9, 9.6
]
},
{
name: 'New York',
data: [-0.2, 0.8, 5.7, 11.3, 17.0, 22.0, 24.8,
24.1, 20.1, 14.1, 8.6, 2.5
]
},
{
name: 'Berlin',
data: [-0.9, 0.6, 3.5, 8.4, 13.5, 17.0, 18.6,
17.9, 14.3, 9.0, 3.9, 1.0
]
},
{
name: 'London',
data: [3.9, 4.2, 5.7, 8.5, 11.9, 15.2, 17.0,
16.6, 14.2, 10.3, 6.6, 4.8
]
}
]; var json = {};
json.chart = chart;
json.title = title;
json.subtitle = subtitle;
json.xAxis = xAxis;
json.yAxis = yAxis;
json.plotOptions = plotOptions;
json.tooltip = tooltip;
// json.legend = legend; //默认图例显示在图表下方就挺好,不需要调整故注释
json.series = series; $('#container').highcharts(json);
// $('#jsoner').append("<p>"+JSON.stringify(json)+"</p>"); //检查JSON串
}); </script> </body> </html>

运行结果:

aaarticlea/png;base64,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*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" alt="" />

Highcharts之折线图的更多相关文章

  1. HighCharts基本折线图

    1.设计源码 <!DOCTYPE html> <!-- To change this license header, choose License Headers in Projec ...

  2. 使用Highcharts生成折线图&lowbar;at last

    //数据库数据的读取,读取数据后数据格式的转换,还有highchart数据源的配置,伤透了脑筋. anyway,最终开张了.哈哈! 数据库连接:conn_orcale.php <?php $db ...

  3. 使用Highcharts生成折线图与曲线图

    折线图与曲线图可以显示随时间而变化的连续数据,因此非常适用于显示在相等时间间隔下数据的趋势.本文将结合Highcharts,生成一个城市气温变化折线图和一个随时间动态即时显示CPU走势的曲线图. 如果 ...

  4. highcharts 柱状图 折线图 混合 双纵轴显示

    $(function () { $('#container').highcharts({ chart: { zoomType: 'xy' }, title: { text: '' }, colors: ...

  5. Highcharts 设置折线图的显示与隐藏

    1.初始化隐藏某条曲线 series 配置如: [ {name:"发帖", postCountData}, {name:"删帖帖", deleteCountDa ...

  6. echarts模拟highcharts实现折线图的虚实转换

    多的不说直接上代码: <html><html lang="en"><head> <meta charset="utf-8&quo ...

  7. HighCharts之2D折线图

    HighCharts之2D折线图 1.HighCharts之2D折线图源码 line.html: <!DOCTYPE html> <html> <head> &lt ...

  8. ASP&period;NET MVC中使用highcharts 生成简单的折线图

        直接上步骤:   生成一个options,选项包含了一些基本的配置,如标题,坐标刻度,serial等: 配置X轴显示的Category数据,为一个数组: 配置Y轴显示的数据,也为一个数据: 用 ...

  9. highcharts实例教程一:结合php与mysql生成折线图

    Highcharts是一款纯javascript和html5编写的图表库,不仅几乎能兼容所有pc浏览器,而且对ios和android手机端的兼容 性也不错,它能够很简单便捷的在Web网站或Web应用中 ...

随机推荐

  1. 简述Python模块和包

    我们常常会使用别人写的包,假如我们使用的是Python3.4版本,安装在windows的C盘根目录下,那么外部的包一般放在:C:\Python34\Lib\sit-packages下,此目录下有以.p ...

  2. 移动端web页面如何适配

    移动端web页面如何适配,现有两个方案: 1 设置viewport进行缩放 简单粗暴,使用过程中反应缩放会导致有些页面元素会糊的情况.天猫的web app的首页使用这种方案 在页面中加入viewpor ...

  3. 上载android应用的apk文件变成了zip-网下转载的解决方案

    下载android应用的apk文件变成了zip--网上转载的解决方案 下载android应用的apk文件变成了zip--网上转载的解决方案 解决方案一. 最近把开发的android应用放在公司网站上, ...

  4. C&plus;&plus; operator bool

    雕虫小技: #include <iostream> struct A{ operator bool(){ return false; } }; int main() { A a{}; if ...

  5. 关于web页面JApplet打印小票

    版权所有 做这个的例子太少,我把我做的示例亮出来 一.先说说需要的版本 1.我用的浏览器只有ie: 火狐只支持52版本以下,并且是java7.java8.chrome不支持 2.applet客户端打印 ...

  6. &lt&semi;web-view&gt&semi;中JSSDK

    如果只是使用wx.miniProgram.navigateTo这种导航的接口,jssdk可以不用做配置,引用js后直接使用就行,如果chooseImage这种,就需要获取配置了,步骤如下: 先在后端通 ...

  7. Android ListView滚动到指定的位置

    这篇文章主要给大家介绍了Android中的ListView如何滚动到指定的位置,文章给出了两种解决的方法,并给出详细的示例代码,相信会对大家的理解和学习很有帮助,有需要的朋友们下面来一起看看吧. 本文 ...

  8. 使用ASP&period;NET读取word2003文档

    直接使用.NET 读取doc文档. http://www.codeproject.com/Articles/22738/Read-Document-Text-Directly-from-Microso ...

  9. Cesium原理篇:3D Tiles(1)渲染调度【转】

    Cesium在2016年3月份左右推出3D Tiles数据规范,在glTF基础上提供了LOD能力,定位就是Web环境下海量三维模型数据.虽然目前3D Tiles还是Beta阶段,有不少硬伤,但3D T ...

  10. Java多线程系列——深入重入锁ReentrantLock

    简述 ReentrantLock 是一个可重入的互斥(/独占)锁,又称为“独占锁”. ReentrantLock通过自定义队列同步器(AQS-AbstractQueuedSychronized,是实现 ...