/** * jqPlot * Pure JavaScript plotting plugin using jQuery * * Version: 1.0.0b2_r792 * * Copyright (c) 2009-2011 Chris Leonello * jqPlot is currently available for use in all personal or commercial projects * under both the MIT (http://www.opensource.org/licenses/mit-license.php) and GPL * version 2.0 (http://www.gnu.org/licenses/gpl-2.0.html) licenses. This means that you can * choose the license that best suits your project and use it accordingly. * * Although not required, the author would appreciate an email letting him * know of any substantial use of jqPlot. You can reach the author at: * chris at jqplot dot com or see http://www.jqplot.com/info.php . * * If you are feeling kind and generous, consider supporting the project by * making a donation at: http://www.jqplot.com/donate.php . * * sprintf functions contained in jqplot.sprintf.js by Ash Searle: * * version 2007.04.27 * author Ash Searle * http://hexmen.com/blog/2007/03/printf-sprintf/ * http://hexmen.com/js/sprintf.js * The author (Ash Searle) has placed this code in the public domain: * "This code is unrestricted: you are free to use it however you like." * */ (function($) { /** * class: $.jqplot.LogAxisRenderer * A plugin for a jqPlot to render a logarithmic axis. * * To use this renderer, include the plugin in your source * > * * and supply the appropriate options to your plot * * > {axes:{xaxis:{renderer:$.jqplot.LogAxisRenderer}}} **/ $.jqplot.LogAxisRenderer = function() { $.jqplot.LinearAxisRenderer.call(this); // prop: axisDefaults // Default properties which will be applied directly to the series. // // Group: Properties // // Properties // /// base - the logarithmic base, commonly 2, 10 or Math.E // tickDistribution - 'even' or 'power'. 'even' gives equal pixel // spacing of the ticks on the plot. 'power' gives ticks in powers // of 10. this.axisDefaults = { base : 10, tickDistribution :'even' }; }; $.jqplot.LogAxisRenderer.prototype = new $.jqplot.LinearAxisRenderer(); $.jqplot.LogAxisRenderer.prototype.constructor = $.jqplot.LogAxisRenderer; $.jqplot.LogAxisRenderer.prototype.init = function(options) { // prop: tickRenderer // A class of a rendering engine for creating the ticks labels displayed on the plot, // See <$.jqplot.AxisTickRenderer>. // this.tickRenderer = $.jqplot.AxisTickRenderer; // this.labelRenderer = $.jqplot.AxisLabelRenderer; $.extend(true, this.renderer, options); for (var d in this.renderer.axisDefaults) { if (this[d] == null) { this[d] = this.renderer.axisDefaults[d]; } } var db = this._dataBounds; // Go through all the series attached to this axis and find // the min/max bounds for this axis. for (var i=0; i db.max) || db.max == null) { db.max = d[j][0]; } } else { if ((d[j][1] != null && d[j][1] < db.min) || db.min == null) { db.min = d[j][1]; } if ((d[j][1] != null && d[j][1] > db.max) || db.max == null) { db.max = d[j][1]; } } } } }; $.jqplot.LogAxisRenderer.prototype.createTicks = function() { // we're are operating on an axis here var ticks = this._ticks; var userTicks = this.ticks; var name = this.name; var db = this._dataBounds; var dim, interval; var min, max; var pos1, pos2; var tt, i; // if we already have ticks, use them. // ticks must be in order of increasing value. if (userTicks.length) { // ticks could be 1D or 2D array of [val, val, ,,,] or [[val, label], [val, label], ...] or mixed for (i=0; i1.99) this.pad = 1.99; var range = max - min; var rmin, rmax; if (this.tickDistribution == 'even') { rmin = (this.min != null) ? this.min : min - min*((this.padMin-1)/2); rmax = (this.max != null) ? this.max : max + max*((this.padMax-1)/2); this.min = rmin; this.max = rmax; range = this.max - this.min; if (this.numberTicks == null){ if (dim > 100) { this.numberTicks = parseInt(3+(dim-100)/75, 10); } else { this.numberTicks = 2; } } var u = Math.pow(this.base, (1/(this.numberTicks-1)*Math.log(this.max/this.min)/Math.log(this.base))); for (var i=0; i 100) { this.numberTicks = Math.round(Math.log(this.max/this.min)/Math.log(this.base) + 1); if (this.numberTicks < 2) { this.numberTicks = 2; } fittedTicks = parseInt(3+(dim-100)/75, 10); } else { this.numberTicks = 2; fittedTicks = 2; } // if we don't have enough ticks, add some intermediate ticks // how many to have between major ticks. if (this.numberTicks < fittedTicks-1) { minorTicks = Math.floor(fittedTicks/this.numberTicks); } } for (var i=0; i=0; j--) { var val = tt1-interval*(j+1); var t = new this.tickRenderer(this.tickOptions); if (!this.showTicks) { t.showLabel = false; t.showMark = false; } else if (!this.showTickMarks) { t.showMark = false; } t.setTick(val, this.name); this._ticks.push(t); } } } } } }; $.jqplot.LogAxisRenderer.prototype.pack = function(pos, offsets) { var lb = parseInt(this.base, 10); var ticks = this._ticks; var trans = function (v) { return Math.log(v)/Math.log(lb); }; var invtrans = function (v) { return Math.pow(Math.E, (Math.log(lb)*v)); }; var max = trans(this.max); var min = trans(this.min); var offmax = offsets.max; var offmin = offsets.min; var lshow = (this._label == null) ? false : this._label.show; for (var p in pos) { this._elem.css(p, pos[p]); } this._offsets = offsets; // pixellength will be + for x axes and - for y axes becasue pixels always measured from top left. var pixellength = offmax - offmin; var unitlength = max - min; // point to unit and unit to point conversions references to Plot DOM element top left corner. this.p2u = function(p){ return invtrans((p - offmin) * unitlength / pixellength + min); }; this.u2p = function(u){ return (trans(u) - min) * pixellength / unitlength + offmin; }; if (this.name == 'xaxis' || this.name == 'x2axis'){ this.series_u2p = function(u){ return (trans(u) - min) * pixellength / unitlength; }; this.series_p2u = function(p){ return invtrans(p * unitlength / pixellength + min); }; } // yaxis is max at top of canvas. else { this.series_u2p = function(u){ return (trans(u) - max) * pixellength / unitlength; }; this.series_p2u = function(p){ return invtrans(p * unitlength / pixellength + max); }; } if (this.show) { if (this.name == 'xaxis' || this.name == 'x2axis') { for (var i=0; i 0) { shim = -t._textRenderer.height * Math.cos(-t._textRenderer.angle) / 2; } else { shim = -t.getHeight() + t._textRenderer.height * Math.cos(t._textRenderer.angle) / 2; } break; case 'middle': // if (t.angle > 0) { // shim = -t.getHeight()/2 + t._textRenderer.height * Math.sin(-t._textRenderer.angle) / 2; // } // else { // shim = -t.getHeight()/2 - t._textRenderer.height * Math.sin(t._textRenderer.angle) / 2; // } shim = -t.getHeight()/2; break; default: shim = -t.getHeight()/2; break; } } else { shim = -t.getHeight()/2; } var val = this.u2p(t.value) + shim + 'px'; t._elem.css('top', val); t.pack(); } } if (lshow) { var h = this._label._elem.outerHeight(true); this._label._elem.css('top', offmax - pixellength/2 - h/2 + 'px'); if (this.name == 'yaxis') { this._label._elem.css('left', '0px'); } else { this._label._elem.css('right', '0px'); } this._label.pack(); } } } }; })(jQuery);