Highcharts 基本曲线图

基本曲线图
实例
文件名:highcharts_line_basic.htm
<html>
<head>
<meta charset="UTF-8" />
<title>Highcharts </title>
<script src="http://apps.bdimg.com/libs/jquery/2.1.4/jquery.min.js"></script>
<script src="http://code.highcharts.com/highcharts.js"></script>
</head>
<body>
<div id="container" style="width: 550px; height: 400px; margin: 0 auto"></div>
<script language="JavaScript">
$(document).ready(function() {
var title = {
text: '城市平均气温'
};
var subtitle = {
text: 'Source: runoob.com'
};
var xAxis = {
categories: ['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun',
'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']
};
var yAxis = {
title: {
text: 'Temperature (\xB0C)'
},
plotLines: [{
value: ,
width: ,
color: '#808080'
}]
}; var tooltip = {
valueSuffix: '\xB0C'
} var legend = {
layout: 'vertical',
align: 'right',
verticalAlign: 'middle',
borderWidth:
}; 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: '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.title = title;
json.subtitle = subtitle;
json.xAxis = xAxis;
json.yAxis = yAxis;
json.tooltip = tooltip;
json.legend = legend;
json.series = series; $('#container').highcharts(json);
});
</script>
</body>
</html>

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" 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