@Override
public void testOutputs(HashMap<Variable, Double> outputs) {
assertTrue(outputs.containsKey(new MultivectorComponent("abstand", 0)));
assertTrue(outputs.containsKey(new MultivectorComponent("nor", 1)));
assertTrue(outputs.containsKey(new MultivectorComponent("nor", 2)));
assertTrue(outputs.containsKey(new MultivectorComponent("nor", 3)));
// assertTrue(outputs.containsKey(new MultivectorComponent("", )));
double abstand = outputs.get(new MultivectorComponent("abstand", 0));
Vec3D nor =
new Vec3D(
outputs.get(new MultivectorComponent("nor", 1)),
outputs.get(new MultivectorComponent("nor", 2)),
outputs.get(new MultivectorComponent("nor", 3)));
nor.normalize();
nor.scalarMultiplication(abstand);
Point3D pBase = nor.applyToPoint(new Point3D(pTest.x, pTest.y, pTest.z));
// pBase must lie on plane and on line
// test if on line, assume that dx,dy,dz not zero
double tx = (pBase.x - p1.x) / ((p2.x - p1.x));
double ty = (pBase.y - p1.y) / ((p2.y - p1.y));
double tz = (pBase.z - p1.z) / ((p2.z - p1.z));
// since the normal is unique except of a sign:
if (Math.abs(tx - ty) > 0.001 || Math.abs(tz - ty) > 0.001) {
nor =
new Vec3D(
outputs.get(new MultivectorComponent("nor", 1)),
outputs.get(new MultivectorComponent("nor", 2)),
outputs.get(new MultivectorComponent("nor", 3)));
nor.normalize();
nor.scalarMultiplication(-abstand);
pBase = nor.applyToPoint(new Point3D(pTest.x, pTest.y, pTest.z));
// pBase must lie on plane and on line
// test if on line, assume that dx,dy,dz not zero
tx = (pBase.x - p1.x) / ((p2.x - p1.x));
ty = (pBase.y - p1.y) / ((p2.y - p1.y));
tz = (pBase.z - p1.z) / ((p2.z - p1.z));
}
assertEquals(tx, ty, 0.001);
assertEquals(ty, tz, 0.001);
// test if on plane
Vec3D r = new Vec3D((p2.x - p1.x), (p2.y - p1.y), (p2.z - p1.z));
r.normalize();
Vec3D xmpTest = new Vec3D(pBase.x - pTest.x, pBase.y - pTest.y, pBase.z - pTest.z);
double dp = xmpTest.dotProduct(r);
assertEquals(0, dp, 0.001);
}
