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extract numeric derivative calculation to reuse by other constraints
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1 changed files with 18 additions and 17 deletions
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@ -514,7 +514,6 @@ function PointOnEllipse(params) {
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const R = 6;
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this.error = function() {
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const sq = x => x * x;
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const px = params[PX].get();
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const py = params[PY].get();
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const ep1x = params[EP1X].get();
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@ -526,8 +525,10 @@ function PointOnEllipse(params) {
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const centerX = ep1x + (ep2x - ep1x) * 0.5;
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const centerY = ep1y + (ep2y - ep1y) * 0.5;
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const rotation = Math.atan2(ep2y - ep1y, ep2x - ep1x);
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let x = px - centerX;
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let y = py - centerY;
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const polarAngle = Math.atan2(y, x) - rotation;
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const polarRadius = Math.sqrt(x*x + y*y);
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const radiusX = Math.sqrt(sq(ep1x - ep2x) + sq(ep1y - ep2y)) * 0.5;
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@ -536,23 +537,21 @@ function PointOnEllipse(params) {
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return L - polarRadius
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};
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this.gradient = function(out) {
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const h = 1;
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const approx = (param) => {
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const fx = this.error();
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params[param].set(params[param].get() + h);
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const fhx = this.error();
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params[param].set(params[param].get() - h);
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return (fhx - fx) / h;
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};
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this.gradient = NumericGradient;
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}
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out[PX] = approx(PX);
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out[PY] = approx(PY);
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out[EP1X] = approx(EP1X);
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out[EP1Y] = approx(EP1Y);
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out[EP2X] = approx(EP2X);
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out[EP2Y] = approx(EP2Y);
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out[R] = approx(R);
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function NumericGradient(out) {
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const h = 1;
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const approx = (param) => {
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const fx = this.error();
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this.params[param].set(this.params[param].get() + h);
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const fhx = this.error();
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this.params[param].set(this.params[param].get() - h);
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return (fhx - fx) / h;
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};
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for (var i = 0; i < out.length; i++) {
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out[i] = approx(i);
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}
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}
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@ -570,4 +569,6 @@ function rescale(grad, factor) {
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}
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}
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const sq = x => x * x;
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export {createByConstraintName, EqualsTo, ConstantWrapper}
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