配置
图表
配置可缩放图表。 chart.zoomType 指定了用户可以拖放的尺寸，用户可以通过拖动鼠标来放大，可能值是x，y或xy：
var chart = {
zoomType: 'x'
};
plotOptions
使用 plotOptions 配置图表区域：
配置两个 Y 轴：
var plotOptions = {
area: {
fillColor: {
linearGradient: { x1: , y1: , x2: , y2: },
stops: [
[, Highcharts.getOptions().colors[]],
[, Highcharts.Color(Highcharts.getOptions().colors[]).setOpacity().get('rgba')]
]
},
marker: {
radius:
},
lineWidth: ,
states: {
hover: {
lineWidth:
}
},
threshold: null
}
};
plotOptions
plotOptions用于设置图表中的数据点相关属性。
var plotOptions = {
series: {
cursor: 'pointer',
point: {
events: {
click: function (e) {
hs.htmlExpand(null, {
pageOrigin: {
x: e.pageX || e.clientX,
y: e.pageY || e.clientY
},
headingText: this.series.name,
maincontentText: Highcharts.dateFormat('%A, %b %e, %Y', this.x)
+ ':<br/> ' + this.y + ' visits',
width:
});
}
}
},
marker: {
lineWidth:
}
}
}
实例
文件名：highcharts_line_time.htm
<html>
<head>
<meta charset="UTF-8" />
<title>Highcharts 教程 | 菜鸟教程(runoob.com)</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 chart = {
zoomType: 'x'
};
var title = {
text: 'USD to EUR exchange rate from 2006 through 2008'
};
var subtitle = {
text: document.ontouchstart === undefined ?
'Click and drag in the plot area to zoom in' :
'Pinch the chart to zoom in'
};
var xAxis = {
type: 'datetime',
minRange: * * // 14 天
};
var yAxis = {
title: {
text: 'Exchange rate'
}
};
var legend = {
enabled: false
};
var plotOptions = {
area: {
fillColor: {
linearGradient: { x1: , y1: , x2: , y2: },
stops: [
[, Highcharts.getOptions().colors[]],
[, Highcharts.Color(Highcharts.getOptions().colors[]).setOpacity().get('rgba')]
]
},
marker: {
radius:
},
lineWidth: ,
states: {
hover: {
lineWidth:
}
},
threshold: null
}
};
var series= [{
type: 'area',
name: 'USD to EUR',
pointInterval: * * ,
pointStart: Date.UTC(, , ),
data: [
0.8446, 0.8445, 0.8444, 0.8451, 0.8418, 0.8264, 0.8258, 0.8232, 0.8233, 0.8258,
0.8283, 0.8278, 0.8256, 0.8292, 0.8239, 0.8239, 0.8245, 0.8265, 0.8261, 0.8269,
0.8273, 0.8244, 0.8244, 0.8172, 0.8139, 0.8146, 0.8164, 0.82, 0.8269, 0.8269,
0.8269, 0.8258, 0.8247, 0.8286, 0.8289, 0.8316, 0.832, 0.8333, 0.8352, 0.8357,
0.8355, 0.8354, 0.8403, 0.8403, 0.8406, 0.8403, 0.8396, 0.8418, 0.8409, 0.8384,
0.8386, 0.8372, 0.839, 0.84, 0.8389, 0.84, 0.8423, 0.8423, 0.8435, 0.8422,
0.838, 0.8373, 0.8316, 0.8303, 0.8303, 0.8302, 0.8369, 0.84, 0.8385, 0.84,
0.8401, 0.8402, 0.8381, 0.8351, 0.8314, 0.8273, 0.8213, 0.8207, 0.8207, 0.8215,
0.8242, 0.8273, 0.8301, 0.8346, 0.8312, 0.8312, 0.8312, 0.8306, 0.8327, 0.8282,
0.824, 0.8255, 0.8256, 0.8273, 0.8209, 0.8151, 0.8149, 0.8213, 0.8273, 0.8273,
0.8261, 0.8252, 0.824, 0.8262, 0.8258, 0.8261, 0.826, 0.8199, 0.8153, 0.8097,
0.8101, 0.8119, 0.8107, 0.8105, 0.8084, 0.8069, 0.8047, 0.8023, 0.7965, 0.7919,
0.7921, 0.7922, 0.7934, 0.7918, 0.7915, 0.787, 0.7861, 0.7861, 0.7853, 0.7867,
0.7827, 0.7834, 0.7766, 0.7751, 0.7739, 0.7767, 0.7802, 0.7788, 0.7828, 0.7816,
0.7829, 0.783, 0.7829, 0.7781, 0.7811, 0.7831, 0.7826, 0.7855, 0.7855, 0.7845,
0.7798, 0.7777, 0.7822, 0.7785, 0.7744, 0.7743, 0.7726, 0.7766, 0.7806, 0.785,
0.7907, 0.7912, 0.7913, 0.7931, 0.7952, 0.7951, 0.7928, 0.791, 0.7913, 0.7912,
0.7941, 0.7953, 0.7921, 0.7919, 0.7968, 0.7999, 0.7999, 0.7974, 0.7942, 0.796,
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0.7869, 0.7837, 0.7827, 0.7825, 0.7779, 0.7791, 0.779, 0.7787, 0.78, 0.7807,
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0.7639, 0.7616, 0.7608, 0.759, 0.7582, 0.7539, 0.75, 0.75, 0.7507, 0.7505,
0.7516, 0.7522, 0.7531, 0.7577, 0.7577, 0.7582, 0.755, 0.7542, 0.7576, 0.7616,
0.7648, 0.7648, 0.7641, 0.7614, 0.757, 0.7587, 0.7588, 0.762, 0.762, 0.7617,
0.7618, 0.7615, 0.7612, 0.7596, 0.758, 0.758, 0.758, 0.7547, 0.7549, 0.7613,
0.7655, 0.7693, 0.7694, 0.7688, 0.7678, 0.7708, 0.7727, 0.7749, 0.7741, 0.7741,
0.7732, 0.7727, 0.7737, 0.7724, 0.7712, 0.772, 0.7721, 0.7717, 0.7704, 0.769,
0.7711, 0.774, 0.7745, 0.7745, 0.774, 0.7716, 0.7713, 0.7678, 0.7688, 0.7718,
0.7718, 0.7728, 0.7729, 0.7698, 0.7685, 0.7681, 0.769, 0.769, 0.7698, 0.7699,
0.7651, 0.7613, 0.7616, 0.7614, 0.7614, 0.7607, 0.7602, 0.7611, 0.7622, 0.7615,
0.7598, 0.7598, 0.7592, 0.7573, 0.7566, 0.7567, 0.7591, 0.7582, 0.7585, 0.7613,
0.7631, 0.7615, 0.76, 0.7613, 0.7627, 0.7627, 0.7608, 0.7583, 0.7575, 0.7562,
0.752, 0.7512, 0.7512, 0.7517, 0.752, 0.7511, 0.748, 0.7509, 0.7531, 0.7531,
0.7527, 0.7498, 0.7493, 0.7504, 0.75, 0.7491, 0.7491, 0.7485, 0.7484, 0.7492,
0.7471, 0.7459, 0.7477, 0.7477, 0.7483, 0.7458, 0.7448, 0.743, 0.7399, 0.7395,
0.7395, 0.7378, 0.7382, 0.7362, 0.7355, 0.7348, 0.7361, 0.7361, 0.7365, 0.7362,
0.7331, 0.7339, 0.7344, 0.7327, 0.7327, 0.7336, 0.7333, 0.7359, 0.7359, 0.7372,
0.736, 0.736, 0.735, 0.7365, 0.7384, 0.7395, 0.7413, 0.7397, 0.7396, 0.7385,
0.7378, 0.7366, 0.74, 0.7411, 0.7406, 0.7405, 0.7414, 0.7431, 0.7431, 0.7438,
0.7443, 0.7443, 0.7443, 0.7434, 0.7429, 0.7442, 0.744, 0.7439, 0.7437, 0.7437,
0.7429, 0.7403, 0.7399, 0.7418, 0.7468, 0.748, 0.748, 0.749, 0.7494, 0.7522,
0.7515, 0.7502, 0.7472, 0.7472, 0.7462, 0.7455, 0.7449, 0.7467, 0.7458, 0.7427,
0.7427, 0.743, 0.7429, 0.744, 0.743, 0.7422, 0.7388, 0.7388, 0.7369, 0.7345,
0.7345, 0.7345, 0.7352, 0.7341, 0.7341, 0.734, 0.7324, 0.7272, 0.7264, 0.7255,
0.7258, 0.7258, 0.7256, 0.7257, 0.7247, 0.7243, 0.7244, 0.7235, 0.7235, 0.7235,
0.7235, 0.7262, 0.7288, 0.7301, 0.7337, 0.7337, 0.7324, 0.7297, 0.7317, 0.7315,
0.7288, 0.7263, 0.7263, 0.7242, 0.7253, 0.7264, 0.727, 0.7312, 0.7305, 0.7305,
0.7318, 0.7358, 0.7409, 0.7454, 0.7437, 0.7424, 0.7424, 0.7415, 0.7419, 0.7414,
0.7377, 0.7355, 0.7315, 0.7315, 0.732, 0.7332, 0.7346, 0.7328, 0.7323, 0.734,
0.734, 0.7336, 0.7351, 0.7346, 0.7321, 0.7294, 0.7266, 0.7266, 0.7254, 0.7242,
0.7213, 0.7197, 0.7209, 0.721, 0.721, 0.721, 0.7209, 0.7159, 0.7133, 0.7105,
0.7099, 0.7099, 0.7093, 0.7093, 0.7076, 0.707, 0.7049, 0.7012, 0.7011, 0.7019,
0.7046, 0.7063, 0.7089, 0.7077, 0.7077, 0.7077, 0.7091, 0.7118, 0.7079, 0.7053,
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0.714, 0.7119, 0.7129, 0.7129, 0.7049, 0.7095
]
}
]; var json = {};
json.chart = chart;
json.title = title;
json.subtitle = subtitle;
json.legend = legend;
json.xAxis = xAxis;
json.yAxis = yAxis;
json.series = series;
json.plotOptions = plotOptions;
$('#container').highcharts(json); });
</script>
</body>
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参考:http://www.runoob.com/highcharts/highcharts-line-time.html