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View Full Version : ExtJS 4 Pie chart display with 0 Value



anant_bobde
24 May 2011, 7:23 AM
Hi,

Just trying a Pie chart in ExtJS and got to know this. Why Pie chart will have a small line for 0 values. Please find the code below for more details.

Can somebody help out for this.

Thanks

Code:

<html><head>
test

<script type="text/javascript" src="/extjs4/bootstrap.js"></script>

<script type="text/javascript" src="/extjs4/src/core/src/env/FeatureDetector.js"></script>
<script type="text/javascript">
Ext.onReady(function(){
var store = Ext.create('Ext.data.JsonStore', {
fields: ['name', 'data1', 'data2', 'data3', 'data4', 'data5'],
data: [{
'name': 'January',
'data1': 0
}, {
'name': 'February',
'data1': 0
}, {
'name': 'March',
'data1': 0
}, {
'name': 'April',
'data1': 0
}, {
'name': 'May',
'data1': 20
}]
});

Ext.create('Ext.chart.Chart', {
renderTo: Ext.getBody(),
width: 800,
height: 600,
animate: true,
store: store,
theme: 'Category1',
legend: { // Pie Chart Legend Position
position: 'right'
},
series: [{
type: 'pie',
field: 'data1',
showInLegend: true,
tips: {
trackMouse: true,
width: 140,
height: 28
},
highlight: {
segment: {
margin: 5
}
}


}],


});

});

</script>
</head>
<body></body>
</html>

koolchallenger
23 Feb 2012, 9:04 PM
I am facing a similar problem. Labels on Pie Chart appear even if there is 0 value for it.
Any sort of help would be appreciated

Agupta
28 Feb 2012, 2:03 PM
The labels still get rendered and overlap even though the chart is not rendered for an empty dataset.
Is there a way to hide labels for an empty data set or a data set with some zero values ?

koolchallenger
28 Feb 2012, 9:20 PM
Chart Layout is fine as far as labels remain same. The ONLY solution I found if labels change is chart.redraw()

Brett89
4 Apr 2012, 6:13 PM
...
label: {
display: 'middle',
field: 'myValue',
renderer: function (val) {
return val > 0 ? val : '';
}
}
...

srinivasan1987
20 Dec 2012, 10:23 PM
Hi Brett,

Above mentioned code not help to hide zero value labels. can u tell me some other way to hide those labels(which are all having zero count) in pie chart.i attached the chart also.

http://www.sencha.com/forum/image/png;base64,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

MasterOfMaltAlex
4 Jan 2013, 2:14 AM
It's relatively simple actually at least my implementation of it.

What you want to do in the label renderer is to check if the value the pie chart is based on is greater than zero and if it is then show the label.

I have the store defined as a variable in my code so I could reference is simply but otherwise you could use the Ext.getStore() method.



renderer: function(value) {
var m = pieStore.findRecord('name', value);
return m.get('val') > 0 ? value : '';
}