| 1 | /* | 
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| 2 | * Project: MoleCuilder | 
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| 3 | * Description: creates and alters molecular systems | 
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| 4 | * Copyright (C)  2010-2012 University of Bonn. All rights reserved. | 
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| 5 | * Please see the LICENSE file or "Copyright notice" in builder.cpp for details. | 
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| 6 | */ | 
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| 7 |  | 
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| 8 | /* | 
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| 9 | * Shape.cpp | 
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| 10 | * | 
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| 11 | *  Created on: Jun 18, 2010 | 
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| 12 | *      Author: crueger | 
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| 13 | */ | 
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| 14 |  | 
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| 15 | // include config.h | 
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| 16 | #ifdef HAVE_CONFIG_H | 
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| 17 | #include <config.h> | 
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| 18 | #endif | 
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| 19 |  | 
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| 20 | #include "CodePatterns/MemDebug.hpp" | 
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| 21 |  | 
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| 22 | #include "CodePatterns/Assert.hpp" | 
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| 23 | #include "LinearAlgebra/Vector.hpp" | 
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| 24 |  | 
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| 25 | #include "Shapes/Shape.hpp" | 
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| 26 | #include "Shapes/Shape_impl.hpp" | 
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| 27 | #include "Shapes/ShapeExceptions.hpp" | 
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| 28 |  | 
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| 29 | #include <string> | 
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| 30 |  | 
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| 31 |  | 
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| 32 | Shape::Shape(const Shape& src) : | 
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| 33 | impl(src.getImpl()) | 
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| 34 | {} | 
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| 35 |  | 
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| 36 | Shape::~Shape(){} | 
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| 37 |  | 
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| 38 | bool Shape::isInside(const Vector &point) const{ | 
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| 39 | return impl->isInside(point); | 
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| 40 | } | 
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| 41 |  | 
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| 42 | bool Shape::isOnSurface(const Vector &point) const{ | 
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| 43 | return impl->isOnSurface(point); | 
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| 44 | } | 
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| 45 |  | 
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| 46 | Vector Shape::getNormal(const Vector &point) const throw (NotOnSurfaceException){ | 
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| 47 | return impl->getNormal(point); | 
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| 48 | } | 
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| 49 |  | 
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| 50 | LineSegmentSet Shape::getLineIntersections(const Line &line){ | 
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| 51 | return impl->getLineIntersections(line); | 
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| 52 | } | 
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| 53 |  | 
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| 54 | std::vector<Vector> Shape::getHomogeneousPointsOnSurface(const size_t N) const { | 
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| 55 | return impl->getHomogeneousPointsOnSurface(N); | 
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| 56 | } | 
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| 57 |  | 
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| 58 | Shape::Shape(Shape::impl_ptr _impl) : | 
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| 59 | impl(_impl) | 
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| 60 | {} | 
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| 61 |  | 
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| 62 | Shape &Shape::operator=(const Shape& rhs){ | 
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| 63 | if(&rhs!=this){ | 
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| 64 | impl=rhs.getImpl(); | 
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| 65 | } | 
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| 66 | return *this; | 
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| 67 | } | 
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| 68 |  | 
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| 69 | std::string Shape::toString() const{ | 
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| 70 | return impl->toString(); | 
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| 71 | } | 
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| 72 |  | 
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| 73 | Shape::impl_ptr Shape::getImpl() const{ | 
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| 74 | return impl; | 
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| 75 | } | 
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| 76 |  | 
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| 77 | // allows arbitrary friendship, but only if implementation is known | 
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| 78 | Shape::impl_ptr getShapeImpl(const Shape &shape){ | 
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| 79 | return shape.getImpl(); | 
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| 80 | } | 
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| 81 |  | 
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| 82 | /***************************** Some simple Shapes ***************************/ | 
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| 83 |  | 
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| 84 | Shape Everywhere(){ | 
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| 85 | static Shape::impl_ptr impl = Shape::impl_ptr(new Everywhere_impl()); | 
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| 86 | return Shape(impl); | 
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| 87 | } | 
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| 88 |  | 
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| 89 | Shape Nowhere(){ | 
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| 90 | static Shape::impl_ptr impl = Shape::impl_ptr(new Nowhere_impl()); | 
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| 91 | return Shape(impl); | 
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| 92 | } | 
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| 93 |  | 
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| 94 | /****************************** Operators ***********************************/ | 
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| 95 |  | 
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| 96 | // AND | 
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| 97 |  | 
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| 98 | AndShape_impl::AndShape_impl(const Shape::impl_ptr &_lhs, const Shape::impl_ptr &_rhs) : | 
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| 99 | lhs(_lhs),rhs(_rhs) | 
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| 100 | {} | 
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| 101 |  | 
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| 102 | AndShape_impl::~AndShape_impl(){} | 
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| 103 |  | 
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| 104 | bool AndShape_impl::isInside(const Vector &point){ | 
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| 105 | return lhs->isInside(point) && rhs->isInside(point); | 
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| 106 | } | 
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| 107 |  | 
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| 108 | bool AndShape_impl::isOnSurface(const Vector &point){ | 
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| 109 | // check the number of surfaces that this point is on | 
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| 110 | int surfaces =0; | 
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| 111 | surfaces += lhs->isOnSurface(point); | 
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| 112 | surfaces += rhs->isOnSurface(point); | 
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| 113 |  | 
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| 114 | switch(surfaces){ | 
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| 115 | case 0: | 
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| 116 | return false; | 
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| 117 | // no break necessary | 
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| 118 | case 1: | 
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| 119 | // if it is inside for the object where it does not lie on | 
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| 120 | // the surface the whole point lies inside | 
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| 121 | return (lhs->isOnSurface(point) && rhs->isInside(point)) || | 
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| 122 | (rhs->isOnSurface(point) && lhs->isInside(point)); | 
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| 123 | // no break necessary | 
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| 124 | case 2: | 
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| 125 | { | 
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| 126 | // it lies on both Shapes... could be an edge or an inner point | 
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| 127 | // test the direction of the normals | 
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| 128 | Vector direction=lhs->getNormal(point)+rhs->getNormal(point); | 
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| 129 | // if the directions are opposite we lie on the inside | 
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| 130 | return !direction.IsZero(); | 
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| 131 | } | 
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| 132 | // no break necessary | 
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| 133 | default: | 
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| 134 | // if this happens there is something wrong | 
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| 135 | ASSERT(0,"Default case should have never been used"); | 
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| 136 | } | 
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| 137 | return false; // never reached | 
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| 138 | } | 
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| 139 |  | 
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| 140 | Vector AndShape_impl::getNormal(const Vector &point) throw (NotOnSurfaceException){ | 
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| 141 | Vector res; | 
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| 142 | if(!isOnSurface(point)){ | 
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| 143 | throw NotOnSurfaceException() << ShapeVector(&point); | 
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| 144 | } | 
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| 145 | res += lhs->isOnSurface(point)?lhs->getNormal(point):zeroVec; | 
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| 146 | res += rhs->isOnSurface(point)?rhs->getNormal(point):zeroVec; | 
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| 147 | res.Normalize(); | 
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| 148 | return res; | 
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| 149 | } | 
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| 150 |  | 
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| 151 | LineSegmentSet AndShape_impl::getLineIntersections(const Line &line){ | 
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| 152 | return intersect(lhs->getLineIntersections(line),rhs->getLineIntersections(line)); | 
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| 153 | } | 
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| 154 |  | 
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| 155 | string AndShape_impl::toString(){ | 
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| 156 | return string("(") + lhs->toString() + string("&&") + rhs->toString() + string(")"); | 
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| 157 | } | 
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| 158 |  | 
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| 159 | std::vector<Vector> AndShape_impl::getHomogeneousPointsOnSurface(const size_t N) const { | 
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| 160 | std::vector<Vector> PointsOnSurface_lhs = lhs->getHomogeneousPointsOnSurface(N); | 
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| 161 | std::vector<Vector> PointsOnSurface_rhs = rhs->getHomogeneousPointsOnSurface(N); | 
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| 162 | std::vector<Vector> PointsOnSurface; | 
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| 163 |  | 
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| 164 | for (std::vector<Vector>::const_iterator iter = PointsOnSurface_lhs.begin(); iter != PointsOnSurface_lhs.end(); ++iter) { | 
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| 165 | if (rhs->isInside(*iter)) | 
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| 166 | PointsOnSurface.push_back(*iter); | 
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| 167 | } | 
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| 168 | for (std::vector<Vector>::const_iterator iter = PointsOnSurface_rhs.begin(); iter != PointsOnSurface_rhs.end(); ++iter) { | 
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| 169 | if (lhs->isInside(*iter)) | 
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| 170 | PointsOnSurface.push_back(*iter); | 
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| 171 | } | 
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| 172 |  | 
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| 173 | return PointsOnSurface; | 
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| 174 | } | 
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| 175 |  | 
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| 176 |  | 
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| 177 | Shape operator&&(const Shape &lhs,const Shape &rhs){ | 
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| 178 | Shape::impl_ptr newImpl = Shape::impl_ptr(new AndShape_impl(getShapeImpl(lhs),getShapeImpl(rhs))); | 
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| 179 | return Shape(newImpl); | 
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| 180 | } | 
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| 181 |  | 
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| 182 | // OR | 
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| 183 |  | 
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| 184 | OrShape_impl::OrShape_impl(const Shape::impl_ptr &_lhs, const Shape::impl_ptr &_rhs) : | 
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| 185 | lhs(_lhs),rhs(_rhs) | 
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| 186 | {} | 
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| 187 |  | 
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| 188 | OrShape_impl::~OrShape_impl(){} | 
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| 189 |  | 
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| 190 | bool OrShape_impl::isInside(const Vector &point){ | 
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| 191 | return rhs->isInside(point) || lhs->isInside(point); | 
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| 192 | } | 
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| 193 |  | 
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| 194 | bool OrShape_impl::isOnSurface(const Vector &point){ | 
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| 195 | // check the number of surfaces that this point is on | 
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| 196 | int surfaces =0; | 
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| 197 | surfaces += lhs->isOnSurface(point); | 
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| 198 | surfaces += rhs->isOnSurface(point); | 
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| 199 |  | 
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| 200 | switch(surfaces){ | 
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| 201 | case 0: | 
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| 202 | return false; | 
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| 203 | // no break necessary | 
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| 204 | case 1: | 
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| 205 | // if it is inside for the object where it does not lie on | 
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| 206 | // the surface the whole point lies inside | 
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| 207 | return (lhs->isOnSurface(point) && !rhs->isInside(point)) || | 
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| 208 | (rhs->isOnSurface(point) && !lhs->isInside(point)); | 
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| 209 | // no break necessary | 
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| 210 | case 2: | 
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| 211 | { | 
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| 212 | // it lies on both Shapes... could be an edge or an inner point | 
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| 213 | // test the direction of the normals | 
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| 214 | Vector direction=lhs->getNormal(point)+rhs->getNormal(point); | 
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| 215 | // if the directions are opposite we lie on the inside | 
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| 216 | return !direction.IsZero(); | 
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| 217 | } | 
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| 218 | // no break necessary | 
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| 219 | default: | 
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| 220 | // if this happens there is something wrong | 
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| 221 | ASSERT(0,"Default case should have never been used"); | 
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| 222 | } | 
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| 223 | return false; // never reached | 
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| 224 | } | 
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| 225 |  | 
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| 226 | Vector OrShape_impl::getNormal(const Vector &point) throw (NotOnSurfaceException){ | 
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| 227 | Vector res; | 
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| 228 | if(!isOnSurface(point)){ | 
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| 229 | throw NotOnSurfaceException() << ShapeVector(&point); | 
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| 230 | } | 
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| 231 | res += lhs->isOnSurface(point)?lhs->getNormal(point):zeroVec; | 
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| 232 | res += rhs->isOnSurface(point)?rhs->getNormal(point):zeroVec; | 
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| 233 | res.Normalize(); | 
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| 234 | return res; | 
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| 235 | } | 
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| 236 |  | 
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| 237 | LineSegmentSet OrShape_impl::getLineIntersections(const Line &line){ | 
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| 238 | return merge(lhs->getLineIntersections(line),rhs->getLineIntersections(line)); | 
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| 239 | } | 
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| 240 |  | 
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| 241 | string OrShape_impl::toString(){ | 
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| 242 | return string("(") + lhs->toString() + string("||") + rhs->toString() + string(")"); | 
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| 243 | } | 
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| 244 |  | 
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| 245 | std::vector<Vector> OrShape_impl::getHomogeneousPointsOnSurface(const size_t N) const { | 
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| 246 | std::vector<Vector> PointsOnSurface_lhs = lhs->getHomogeneousPointsOnSurface(N); | 
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| 247 | std::vector<Vector> PointsOnSurface_rhs = rhs->getHomogeneousPointsOnSurface(N); | 
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| 248 | std::vector<Vector> PointsOnSurface; | 
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| 249 |  | 
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| 250 | for (std::vector<Vector>::const_iterator iter = PointsOnSurface_lhs.begin(); iter != PointsOnSurface_lhs.end(); ++iter) { | 
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| 251 | if (!rhs->isInside(*iter)) | 
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| 252 | PointsOnSurface.push_back(*iter); | 
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| 253 | } | 
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| 254 | for (std::vector<Vector>::const_iterator iter = PointsOnSurface_rhs.begin(); iter != PointsOnSurface_rhs.end(); ++iter) { | 
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| 255 | if (!lhs->isInside(*iter)) | 
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| 256 | PointsOnSurface.push_back(*iter); | 
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| 257 | } | 
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| 258 |  | 
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| 259 | return PointsOnSurface; | 
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| 260 | } | 
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| 261 |  | 
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| 262 | Shape operator||(const Shape &lhs,const Shape &rhs){ | 
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| 263 | Shape::impl_ptr newImpl = Shape::impl_ptr(new OrShape_impl(getShapeImpl(lhs),getShapeImpl(rhs))); | 
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| 264 | return Shape(newImpl); | 
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| 265 | } | 
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| 266 |  | 
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| 267 | // NOT | 
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| 268 |  | 
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| 269 | NotShape_impl::NotShape_impl(const Shape::impl_ptr &_arg) : | 
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| 270 | arg(_arg) | 
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| 271 | {} | 
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| 272 |  | 
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| 273 | NotShape_impl::~NotShape_impl(){} | 
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| 274 |  | 
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| 275 | bool NotShape_impl::isInside(const Vector &point){ | 
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| 276 | return !arg->isInside(point); | 
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| 277 | } | 
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| 278 |  | 
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| 279 | bool NotShape_impl::isOnSurface(const Vector &point){ | 
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| 280 | return arg->isOnSurface(point); | 
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| 281 | } | 
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| 282 |  | 
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| 283 | Vector NotShape_impl::getNormal(const Vector &point) throw(NotOnSurfaceException){ | 
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| 284 | return -1.*arg->getNormal(point); | 
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| 285 | } | 
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| 286 |  | 
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| 287 | LineSegmentSet NotShape_impl::getLineIntersections(const Line &line){ | 
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| 288 | return invert(arg->getLineIntersections(line)); | 
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| 289 | } | 
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| 290 |  | 
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| 291 | string NotShape_impl::toString(){ | 
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| 292 | return string("!") + arg->toString(); | 
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| 293 | } | 
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| 294 |  | 
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| 295 | std::vector<Vector> NotShape_impl::getHomogeneousPointsOnSurface(const size_t N) const { | 
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| 296 | // surfaces are the same, only normal direction is different | 
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| 297 | return arg->getHomogeneousPointsOnSurface(N); | 
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| 298 | } | 
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| 299 |  | 
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| 300 | Shape operator!(const Shape &arg){ | 
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| 301 | Shape::impl_ptr newImpl = Shape::impl_ptr(new NotShape_impl(getShapeImpl(arg))); | 
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| 302 | return Shape(newImpl); | 
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| 303 | } | 
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| 304 |  | 
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| 305 | /**************** global operations *********************************/ | 
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| 306 | ostream &operator<<(ostream &ost,const Shape &shape){ | 
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| 307 | ost << shape.toString(); | 
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| 308 | return ost; | 
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| 309 | } | 
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