Hypotrochoid: Difference between revisions
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var t = board.create('text', [function() { return g5.X()+0.2; },function() { return g5.Y()+0.25; },'X(B)=<value>X(B)</value>'], | var t = board.create('text', [function() { return g5.X()+0.2; },function() { return g5.Y()+0.25; },'X(B)=<value>X(B)</value>'], | ||
{ | { /* | ||
digits:3, | digits:3, | ||
fontSize:function(){return Math.abs(g5.Y())*10+1;} | fontSize:function(){return Math.abs(g5.Y())*10+1;} */ | ||
}); | }); | ||
</jsxgraph> | </jsxgraph> |
Revision as of 17:49, 14 January 2012
The JavaScript code to produce this picture
var board = JXG.JSXGraph.initBoard('jxgbox', {boundingbox: [-5, 5, 5, -5]});
var g1 = board.create('point', [1, -1], {size:4});
var g2 = board.create('point', [2.5, -2], {size:4});
var g3 = board.create('point', [1, -3], {size:3});
var g4 = board.create('point', [2.5, -4], {size:3});
var g5 = board.create('point', [-4, 1], {size:3,name:''});
var c1 = board.create('curve', [
function(t){ return (g1.X()-g2.X())*Math.cos(t)+g3.X()*Math.cos(t*(g1.X()-g2.X())/g2.X()); },
function(t){ return (g1.X()-g2.X())*Math.sin(t)+g3.X()*Math.sin(t*(g1.X()-g2.X())/g2.X()); },
0,function(){ return Math.PI*7*Math.abs(g4.X());}],{
strokeWidth:function(){return g5.Y()*3;},
strokeOpacity:function(){return g5.Y()*0.6;}
});
var t = board.create('text', [function() { return g5.X()+0.2; },function() { return g5.Y()+0.25; },'X(B)=<value>X(B)</value>'],
{
digits:3,
fontSize:function(){return Math.abs(g5.Y())*10+1;}
});