0c7f85db96
git-svn-id: svn://anubis/fart/branches/2009-02-23_Shape_IntersectList_Update@144 7f9b0f55-74a9-4bce-be96-3c2cd072584d
55 lines
1.6 KiB
C++
55 lines
1.6 KiB
C++
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#include "Plane.h"
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#include "util/Solver.h"
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#include <math.h>
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#include <iostream>
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using namespace std;
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Plane::Plane(double a, double b, double c, double d)
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{
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m_a = a;
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m_b = b;
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m_c = c;
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m_d = d;
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}
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Shape::IntersectionList Plane::intersect(refptr<Shape> _this, const Ray & ray)
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{
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Ray ray_inv = m_inverse.transform_ray(ray);
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IntersectionList res;
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/*
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* Plane equation: ax + by + cz + d = 0
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* Ray equation: R = R0 + tRd
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* x = R0x + tRdx
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* y = R0y + tRdy
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* z = R0z + tRdz
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* Combined: a(R0x + tRdx) + b(R0y + tRdy) + c(R0z + tRdz) + d = 0
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* aR0x + (t)aRdx + bR0y + (t)bRdy + cR0z + (t)cRdz + d = 0
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* (t)(aRdx + bRdy + cRdz) + aR0x + bR0y + cR0z + d = 0
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*/
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LinearSolver solver( m_a * ray_inv.getDirection()[0]
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+ m_b * ray_inv.getDirection()[1]
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+ m_c * ray_inv.getDirection()[2],
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m_a * ray_inv.getOrigin()[0]
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+ m_b * ray_inv.getOrigin()[1]
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+ m_c * ray_inv.getOrigin()[2]
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+ m_d);
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Solver::Result solutions = solver.solve();
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if (solutions.numResults > 0)
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{
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Vector isect_point = ray_inv[solutions.results[0]];
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res.push_back(
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Intersection(_this, m_transform.transform_point(isect_point))
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);
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}
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return res;
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}
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Vector Plane::getNormalAt(const Vector & pt)
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{
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Vector normal(m_a, m_b, m_c);
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normal.normalize();
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return m_transform.transform_normal(normal);
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}
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