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Chart.js創建漂亮圖表的所有知識

時間:2016-06-06來源:風信網 點擊:
Chart.js創建漂亮圖表的所有知識

Chart.js 中文文檔地址:http://www.bootcss.com/p/chart.js/docs/

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

引入Chart.js文件

首先我們需要在頁面中引入Chart.js文件。此工具庫在全局命名空間中定義了Chart變量。

<script src="Chart.js"></script>

創建圖表

為了創建圖表,我們要實例化一個Chart對象。為了完成前面的步驟,首先需要需要傳入一個繪制圖表的2d context。以下是案例。

<canvas id="myChart" width="400" height="400"></canvas>

//Get the context of the canvas element we want to select
var ctx = document.getElementById("myChart").getContext("2d");
var myNewChart = new Chart(ctx).PolarArea(data);

我們還可以用jQuery獲取canvas的context。首先從jQuery集合中獲取我們需要的DOM節點,然后在這個DOM節點上調用 getContext("2d") 方法。

//Get context with jQuery - using jQuery's .get() method.
var ctx = $("#myChart").get(0).getContext("2d");
//This will get the first returned node in the jQuery collection.
var myNewChart = new Chart(ctx);

當我們完成了在指定的canvas上實例化Chart對象之后,Chart.js會自動針對retina屏幕做縮放。

Chart對象設置完成后,我們就可以繼續創建Chart.js中提供的具體類型的圖表了。下面這個案例中,我們將展示如何繪制一幅極地區域圖(Polar area chart)。

new Chart(ctx).PolarArea(data,options);

We call a method of the name of the chart we want to create. We pass in the data for that chart type, and the options for that chart as parameters. Chart.js will merge the options you pass in with the default options for that chart type.
熱門關鍵詞:Chart.js漂亮圖表

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