if (axis_opts && axis_opts[axis] && axis_opts[axis].hasOwnProperty(opt)) {
return axis_opts[axis][opt];
}
+
+ // I don't like that this is in a second spot.
+ if (axis === 'x' && opt === 'logscale') {
+ // return the default value.
+ // TODO(konigsberg): pull the default from a global default.
+ return false;
+ }
+
// user-specified attributes always trump defaults, even if they're less
// specific.
if (typeof(self.user_attrs_[opt]) != 'undefined') {
var area = this.plotter_.area;
var xRange = this.xAxisRange();
- return xRange[0] + (x - area.x) / area.w * (xRange[1] - xRange[0]);
+
+ if (!this.attributes_.getForAxis("logscale", 'x')) {
+ return xRange[0] + (x - area.x) / area.w * (xRange[1] - xRange[0]);
+ } else {
+ // TODO: remove duplicate code?
+ // Computing the inverse of toDomCoord.
+ var pct = (x - area.x) / area.w;
+
+ // Computing the inverse of toPercentXCoord. The function was arrived at with
+ // the following steps:
+ //
+ // Original calcuation:
+ // pct = (log(x) - log(xRange[0])) / (log(xRange[1]) - log(xRange[0])));
+ //
+ // Multiply both sides by the right-side demoninator.
+ // pct * (log(xRange[1] - log(xRange[0]))) = log(x) - log(xRange[0])
+ //
+ // add log(xRange[0]) to both sides
+ // log(xRange[0]) + (pct * (log(xRange[1]) - log(xRange[0])) = log(x);
+ //
+ // Swap both sides of the equation,
+ // log(x) = log(xRange[0]) + (pct * (log(xRange[1]) - log(xRange[0]))
+ //
+ // Use both sides as the exponent in 10^exp and we're done.
+ // x = 10 ^ (log(xRange[0]) + (pct * (log(xRange[1]) - log(xRange[0])))
+ var logr0 = Dygraph.log10(xRange[0]);
+ var logr1 = Dygraph.log10(xRange[1]);
+ var exponent = logr0 + (pct * (logr1 - logr0));
+ var value = Math.pow(Dygraph.LOG_SCALE, exponent);
+ return value;
+ }
};
/**
// the following steps:
//
// Original calcuation:
- // pct = (logr1 - Dygraph.log10(y)) / (logr1 - Dygraph.log10(yRange[0]));
+ // pct = (log(yRange[1]) - log(y)) / (log(yRange[1]) - log(yRange[0]));
//
- // Move denominator to both sides:
- // pct * (logr1 - Dygraph.log10(yRange[0])) = logr1 - Dygraph.log10(y);
+ // Multiply both sides by the right-side demoninator.
+ // pct * (log(yRange[1]) - log(yRange[0])) = log(yRange[1]) - log(y);
//
- // subtract logr1, and take the negative value.
- // logr1 - (pct * (logr1 - Dygraph.log10(yRange[0]))) = Dygraph.log10(y);
+ // subtract log(yRange[1]) from both sides.
+ // (pct * (log(yRange[1]) - log(yRange[0]))) - log(yRange[1]) = -log(y);
//
- // Swap both sides of the equation, and we can compute the log of the
- // return value. Which means we just need to use that as the exponent in
- // e^exponent.
- // Dygraph.log10(y) = logr1 - (pct * (logr1 - Dygraph.log10(yRange[0])));
-
+ // and multiply both sides by -1.
+ // log(yRange[1]) - (pct * (logr1 - log(yRange[0])) = log(y);
+ //
+ // Swap both sides of the equation,
+ // log(y) = log(yRange[1]) - (pct * (log(yRange[1]) - log(yRange[0])));
+ //
+ // Use both sides as the exponent in 10^exp and we're done.
+ // y = 10 ^ (log(yRange[1]) - (pct * (log(yRange[1]) - log(yRange[0]))));
+ var logr0 = Dygraph.log10(yRange[0]);
var logr1 = Dygraph.log10(yRange[1]);
- var exponent = logr1 - (pct * (logr1 - Dygraph.log10(yRange[0])));
+ var exponent = logr1 - (pct * (logr1 - logr0));
var value = Math.pow(Dygraph.LOG_SCALE, exponent);
return value;
}
var pct;
var logscale = this.attributes_.getForAxis("logscale", axis);
- if (!logscale) {
+ if (logscale) {
+ var logr0 = Dygraph.log10(yRange[0]);
+ var logr1 = Dygraph.log10(yRange[1]);
+ pct = (logr1 - Dygraph.log10(y)) / (logr1 - logr0);
+ } else {
// yRange[1] - y is unit distance from the bottom.
// yRange[1] - yRange[0] is the scale of the range.
// (yRange[1] - y) / (yRange[1] - yRange[0]) is the % from the bottom.
pct = (yRange[1] - y) / (yRange[1] - yRange[0]);
- } else {
- var logr1 = Dygraph.log10(yRange[1]);
- pct = (logr1 - Dygraph.log10(y)) / (logr1 - Dygraph.log10(yRange[0]));
}
return pct;
};
}
var xRange = this.xAxisRange();
- return (x - xRange[0]) / (xRange[1] - xRange[0]);
+ var pct;
+ var logscale = this.attributes_.getForAxis("logscale", 'x') ;
+ if (logscale == true) { // logscale can be null so we test for true explicitly.
+ var logr0 = Dygraph.log10(xRange[0]);
+ var logr1 = Dygraph.log10(xRange[1]);
+ pct = (Dygraph.log10(x) - logr0) / (logr1 - logr0);
+ } else {
+ // x - xRange[0] is unit distance from the left.
+ // xRange[1] - xRange[0] is the scale of the range.
+ // The full expression below is the % from the left.
+ pct = (x - xRange[0]) / (xRange[1] - xRange[0]);
+ }
+ return pct;
};
/**
};
/**
- * Transition function to use in animations. Returns values between 0.0
- * (totally old values) and 1.0 (totally new values) for each frame.
- * @private
- */
-Dygraph.zoomAnimationFunction = function(frame, numFrames) {
- var k = 1.5;
- return (1.0 - Math.pow(k, -frame)) / (1.0 - Math.pow(k, -numFrames));
-};
-
-/**
* Zoom to something containing [minDate, maxDate] values. Don't confuse this
* method with doZoomX which accepts pixel coordinates. This function redraws
* the graph.
* @private
*/
Dygraph.prototype.doZoomXDates_ = function(minDate, maxDate) {
- // TODO(danvk): when yAxisRange is null (i.e. "fit to data", the animation
- // can produce strange effects. Rather than the y-axis transitioning slowly
+ // TODO(danvk): when xAxisRange is null (i.e. "fit to data", the animation
+ // can produce strange effects. Rather than the x-axis transitioning slowly
// between values, it can jerk around.)
var old_window = this.xAxisRange();
var new_window = [minDate, maxDate];
};
/**
+ * Transition function to use in animations. Returns values between 0.0
+ * (totally old values) and 1.0 (totally new values) for each frame.
+ * @private
+ */
+Dygraph.zoomAnimationFunction = function(frame, numFrames) {
+ var k = 1.5;
+ return (1.0 - Math.pow(k, -frame)) / (1.0 - Math.pow(k, -numFrames));
+};
+
+/**
* Reset the zoom to the original view coordinates. This is the same as
* double-clicking on the graph.
*/
// TODO(danvk): use Dygraph.numberValueFormatter here?
/** @private (shut up, jsdoc!) */
this.attrs_.axes.x.valueFormatter = function(x) { return x; };
- this.attrs_.axes.x.ticker = Dygraph.numericLinearTicks;
+ this.attrs_.axes.x.ticker = Dygraph.numericTicks;
this.attrs_.axes.x.axisLabelFormatter = this.attrs_.axes.x.valueFormatter;
}
};
// Some intelligent defaults for a numeric x-axis.
/** @private (shut up, jsdoc!) */
this.attrs_.axes.x.valueFormatter = function(x) { return x; };
- this.attrs_.axes.x.ticker = Dygraph.numericLinearTicks;
+ this.attrs_.axes.x.ticker = Dygraph.numericTicks;
this.attrs_.axes.x.axisLabelFormatter = Dygraph.numberAxisLabelFormatter;
return data;
}
} else if (indepType == 'number') {
this.attrs_.xValueParser = function(x) { return parseFloat(x); };
this.attrs_.axes.x.valueFormatter = function(x) { return x; };
- this.attrs_.axes.x.ticker = Dygraph.numericLinearTicks;
+ this.attrs_.axes.x.ticker = Dygraph.numericTicks;
this.attrs_.axes.x.axisLabelFormatter = this.attrs_.axes.x.valueFormatter;
} else {
this.error("only 'date', 'datetime' and 'number' types are supported for " +
projects / dygraphs.git / blobdiff