本文整理汇总了C++中Vector_3类的典型用法代码示例。如果您正苦于以下问题:C++ Vector_3类的具体用法?C++ Vector_3怎么用?C++ Vector_3使用的例子?那么恭喜您, 这里精选的类代码示例或许可以为您提供帮助。
在下文中一共展示了Vector_3类的15个代码示例,这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞,您的评价将有助于系统推荐出更棒的C++代码示例。
示例1: sqrt
double geometryUtils::computeVoronoiArea(Vertex_handle vertex) {
double voronoiArea = 0.0;
Vertex_circulator j;
j = vertex->vertex_begin();
do {
Point_3 p11 = j->vertex()->point();
Point_3 p12 = j->next()->vertex()->point();
Point_3 p13 = j->next()->next()->vertex()->point();
Vector_3 v11 = p13 - p12;
Vector_3 v12 = p11 - p12;
v11 = v11 / sqrt(CGAL::to_double(v11.squared_length()));
v12 = v12 / sqrt(CGAL::to_double(v12.squared_length()));
double alpha = acos(CGAL::to_double(v11 * v12));
Point_3 p22 = j->opposite()->vertex()->point();
Point_3 p23 = j->opposite()->next()->vertex()->point();
Vector_3 v21 = p11 - p23;
Vector_3 v22 = p22 - p23;
v21 = v21 / sqrt(CGAL::to_double(v21.squared_length()));
v22 = v22 / sqrt(CGAL::to_double(v22.squared_length()));
double beta = acos(CGAL::to_double(v21 * v22));
Vector_3 x = p13 - p11;
double length = CGAL::to_double(x.squared_length());
voronoiArea += (1.0 / 8.0) * (1.0 / tan(alpha) + 1.0 / tan(beta)) * length;
} while (++j != vertex->vertex_begin());
return voronoiArea;
};
示例2: rotate_points3d
void rotate_points3d(const Eigen::MatrixXd& ptsin, const Point_3& center, const Vector_3& direction, double angle, Eigen::MatrixXd& ptsout)
{
Eigen::Vector3d c(center.x(), center.y(), center.z());
Eigen::Vector3d dir(direction.x(), direction.y(), direction.z());
Eigen::Matrix4d rotMat = create_rotation3d_line_angle(center, direction, angle);
ptsout.resize(ptsin.rows(), ptsin.cols() );
ptsout = transform_point3d(ptsin, rotMat);
}
示例3: add_neighbourhood_to_hullPoints
void add_neighbourhood_to_hullPoints(pointVector& hullPoints, const Vertex_const_handle& vert, const double& tapeSize) {
Point_3 pnt = vert->point();
hullPoints.push_back(pnt); // Add vertex point
Nef_polyhedron::SVertex_const_iterator svcIt = vert->svertices_begin(), svcItEND = vert->svertices_end();
CGAL_For_all(svcIt,svcItEND) {
Vector_3 vecR(pnt,svcIt->target()->point());
Vector_3 vecRnew = vecR * tapeSize / std::sqrt(CGAL::to_double(vecR.squared_length()));
if ((vecR.squared_length()-OVERLAP_DIST_THRESHOLD) > vecRnew.squared_length())
hullPoints.push_back(pnt+vecRnew); // Add svertex neighbourhood point (tapesize away from vertex)
else
hullPoints.push_back(svcIt->target()->point());
}
示例4: compute_cross_point
//compute the cross point
Point_3 compute_cross_point(Plane_3 plane, Point_3 start, Point_3 end)
{
Vector_3 normal = plane.orthogonal_vector();
Vector_3 line_direction = end - start;
Point_3 p= plane.point();
double t;
double a = (start.x() - p.x()) * normal.x() + (start.y() - p.y()) * normal.y() + (start.z() - p.z()) * normal.z();
double b = line_direction.x() * normal.x() + line_direction.y() * normal.y() + line_direction.z() * normal.z();
assert(b != 0);
t = -a / b;
return start + t * line_direction;
}
示例5: is_steeper
/**
* True if u is steeper than v. Uses the square of slope to avoid sqrt.
*/
bool is_steeper(Vector_3 u, Vector_3 v)
{
Vector_2 u_2 = Vector_2(u.x(), u.y());
Vector_2 v_2 = Vector_2(v.x(), v.y());
return ((u.z() * u.z() / u_2.squared_length()) >
(v.z() * v.z() / v_2.squared_length()));
}
示例6: assignCeilVloor
// Assign either ceiling, floor or the default semantic based on input booleans and normal vector
void assignCeilVloor(std::set<Polyhedron::Facet_handle>& fhSet, bool canBeUp, bool canBeDown) {
pointVector facetPoints;
Vector_3 ortVec;
for (std::set<Polyhedron::Facet_handle>::iterator sfIt=fhSet.begin();sfIt!=fhSet.end();++sfIt) {
if (!canBeUp && !canBeDown) {
(*sfIt)->semanticBLA = DEFAULT_HOR_SEMANTIC; continue;
}
facetPoints = comp_facetPoints(*sfIt);
CGAL::normal_vector_newell_3(facetPoints.begin(),facetPoints.end(),ortVec);
if (!normalizeVector(ortVec)) continue;
if (canBeDown && ortVec.z() <= -HORIZONTAL_ANGLE_RANGE ) (*sfIt)->semanticBLA = DEFAULT_DOWN_SEMANTIC;
else if (canBeUp && ortVec.z() >= HORIZONTAL_ANGLE_RANGE ) (*sfIt)->semanticBLA = DEFAULT_UP_SEMANTIC;
else (*sfIt)->semanticBLA = DEFAULT_HOR_SEMANTIC;
}
}
示例7: interaction
int PlasmaBunch::interaction(int m, int sum){
register int i, j,k;
static Vector_3 r;
int ret=Plasma::interaction(m,sum);
// now interacting with bunch particles
int type=0; // ion-ion
double dEcoul,dEpotent,dQuant;
double df;
for(i=0;i<(m<0 ? n : m+1);i++){
if(i>=ni)type|=0x1;// setting electron-? interaction type
else type&=0x2;// setting ion-? interaction type
if(is_ion)type&=0x1; // setting ?-ion interaction type
else type|=0x2;// setting ?-electron interaction type
for(j=0;j<nb;j++){
for(k=0;k<3;k++){ // determining the closest
//distance and correspondent direction
r[k]=xx[i][k]-xb[j][k];
if(r[k]>L/2)r[k]-=L;
if(r[k]<-L/2)r[k]+=L;
}
double R=r.norm();
if(R<1e-20)printf("Got small distance to bunch (%d,b%d) !\n",i,j);
r/=R;
dEcoul=qb/R;
df=potential(type,R,dEpotent,dQuant);
for(k=0;k<3;k++){ // to avoid vector copying
f[i][k]+=df*r[k];
//f[j][k]-=df*r[k];
}
Ecoul+=dEcoul;
Quant+=dQuant;
Epotent+=dEpotent;
}
}
return ret;
}
示例8: alphaChanged
void Viewer::alphaChanged()
{
normals.resize(0);
pos_poly.resize(0);
std::list<Facet> facets;
scene->alpha_shape.get_alpha_shape_facets(std::back_inserter(facets), Alpha_shape_3::REGULAR);
for(std::list<Facet>::iterator fit = facets.begin();
fit != facets.end();
++fit) {
const Cell_handle& ch = fit->first;
const int index = fit->second;
//const Vector_3& n = ch->normal(index); // must be unit vector
const Point_3& a = ch->vertex((index+1)&3)->point();
const Point_3& b = ch->vertex((index+2)&3)->point();
const Point_3& c = ch->vertex((index+3)&3)->point();
Vector_3 v = CGAL::unit_normal(a,b,c);
normals.push_back(v.x()); normals.push_back(v.y()); normals.push_back(v.z());
normals.push_back(v.x()); normals.push_back(v.y()); normals.push_back(v.z());
normals.push_back(v.x()); normals.push_back(v.y()); normals.push_back(v.z());
pos_poly.push_back(a.x()); pos_poly.push_back(a.y()); pos_poly.push_back(a.z());
pos_poly.push_back(b.x()); pos_poly.push_back(b.y()); pos_poly.push_back(b.z());
pos_poly.push_back(c.x()); pos_poly.push_back(c.y()); pos_poly.push_back(c.z());
}
initialize_buffers();
}
示例9: mapPointsFromOXYplane
static std::vector<Point_3> mapPointsFromOXYplane(std::vector<Point_2> points,
Vector_3 nu)
{
DEBUG_START;
ASSERT(!!Vector3d(nu.x(), nu.y(), nu.z()) && "nu is null vector");
Vector_3 ez(0., 0, 1.);
double length = sqrt(nu.squared_length());
ASSERT(std::fpclassify(length) != FP_ZERO);
nu = nu * 1. / length; /* Normalize std::vector \nu. */
ASSERT(std::isfinite(nu.x()));
ASSERT(std::isfinite(nu.y()));
ASSERT(std::isfinite(nu.z()));
Vector_3 tau = cross_product(nu, ez);
std::vector<Point_3> pointsMapped;
CGAL::Origin o;
for (auto &point : points)
{
pointsMapped.push_back(o + tau * point.x() + ez * point.y());
}
DEBUG_END;
return pointsMapped;
}
示例10: normalizeVector
// Réalise un impact sur la face fs à partir d'une liste de points à déplacer, répartis par couronne (pts[0] = première couronne intérieure, pts[0][0] = premier point de la première couronne)
void DegradeAnObject::impactTheFacetArea(std::vector< std::vector<Point_3> > pts, Facet fs, double ray, int index) {
double str = 0.02;
Vector_3 normal = normalizeVector(getNormalOfFacet(fs));
Kernel::Plane_3 pl(fs.halfedge()->vertex()->point(), normal);
for(int i = 0 ; i < pts.size() ; i++) {
for(int j = 0 ; j < pts[i].size() ; j++) {
bool chk = false;
Point_iterator pi = polys[index].points_begin();
while(!chk) {
++pi;
if(*pi == pts[i][j]) {
*pi = Point_3(pi->x() - (impactStrengh(str, i))*normal.x(), pi->y() - (impactStrengh(str, i))*normal.y(), pi->z() - (impactStrengh(str, i))*normal.z());
chk = true;
}
}
}
}
}
示例11: leastSquaresPoint
static Vector_3 leastSquaresPoint(const std::vector<unsigned> activeGroup,
const std::vector<SupportItem> &items)
{
DEBUG_START;
Eigen::Matrix3d matrix;
Eigen::Vector3d vector;
for (unsigned i = 0; i < 3; ++i)
{
vector(i) = 0.;
for (unsigned j = 0; j < 3; ++j)
matrix(i, j) = 0.;
}
std::cout << "Calculating least squares points for the following items"
<< std::endl;
for (unsigned iPlane : activeGroup)
{
SupportItem item = items[iPlane];
Vector_3 u = item.direction;
double value = item.value;
std::cout << " Item #" << iPlane << ": u = " << u << "; h = "
<< value << std::endl;
for (unsigned i = 0; i < 3; ++i)
{
for (unsigned j = 0; j < 3; ++j)
matrix(i, j) += u.cartesian(i)
* u.cartesian(j);
vector(i) += u.cartesian(i) * value;
}
}
Eigen::Vector3d solution = matrix.inverse() * vector;
Vector_3 result(solution(0), solution(1), solution(2));
std::cout << "Result: " << result << std::endl;
for (unsigned iPlane : activeGroup)
{
SupportItem item = items[iPlane];
double delta = item.direction * result - item.value;
std::cout << " delta = " << delta << std::endl;
}
DEBUG_END;
return result;
}
示例12: buildFacets
void buildFacets(Polyhedron_3 polyhedron,
std::vector<SimpleEdge_3> &edges,
std::vector<Vector_3> &U, std::vector<double> &H,
std::map<int, int> &indices)
{
DEBUG_START;
std::vector<Plane_3> planes = renumerateFacets(polyhedron, edges,
indices);
for (const Plane_3 &plane : planes)
{
Vector_3 norm = plane.orthogonal_vector();
double length = sqrt(norm.squared_length());
norm = norm * (1. / length);
double value = -plane.d() / length;
ASSERT(value > 0.);
U.push_back(norm);
H.push_back(value);
}
DEBUG_END;
}
示例13: plane_plane_intersection
// Computes the intersection C+uV of the planes M*x+D=0 and N*x+E=0.
// Returns -1 if there are no intersections (parallel), 0 for a line
// intersection and 1 for co-planarity.
// precondition: A, B are normalized (hessian form)
int plane_plane_intersection(const Vector_3& M, const double D,
const Vector_3& N, const double E,
Point_3& C, Vector_3& V)
{
typedef CGAL::Cartesian<double> K;
typedef CGAL::Plane_3<K> Plane_3;
typedef CGAL::Line_3<K> Line_3;
Plane_3 P1(M.x(), M.y(), M.z(), D);
Plane_3 P2(N.x(), N.y(), N.z(), E);
CGAL::Object result = CGAL::intersection(P1, P2);
if (const Line_3 *iline = CGAL::object_cast<Line_3>(&result)) {
CGAL::Point_3<K> p = iline->point(0);
CGAL::Vector_3<K> v = iline->to_vector();
C = Point_3(p.x(), p.y(), p.z());
V = Vector_3(v.x(), v.y(), v.z());
return 0;
}
else if (const Plane_3 *iplane = CGAL::object_cast<Plane_3>(&result)) {
return 1;
}
else {
return -1;
}
}
示例14: line_plane_intersection
int line_plane_intersection(const Point_3& B, const Vector_3& M,
const Vector_3& N, const double D,
Point_3& p)
{
typedef CGAL::Cartesian<double> K;
typedef CGAL::Plane_3<K> Plane_3;
typedef CGAL::Line_3<K> Line_3;
CGAL::Point_3<K> CB(B.x(), B.y(), B.z());
CGAL::Vector_3<K> CM(M.x(), M.y(), M.z());
Line_3 L(CB, CM);
Plane_3 P(N.x(), N.y(), N.z(), D);
CGAL::Object result = CGAL::intersection(L, P);
if (const CGAL::Point_3<K> *ipoint = CGAL::object_cast<CGAL::Point_3<K> >(&result)) {
p = Point_3(ipoint->x(), ipoint->y(), ipoint->z());
return 0;
}
else if (const Line_3 *iline = CGAL::object_cast<Line_3>(&result)) {
return 1;
}
else {
return -1;
}
}
示例15: obtainPolyhedron
Polyhedron_3 obtainPolyhedron(Polyhedron_3 initialP, std::map<int, int> map,
IpoptTopologicalCorrector *FTNLP)
{
DEBUG_START;
std::vector<Vector_3> directions = FTNLP->getDirections();
std::vector<double> values = FTNLP->getValues();
std::vector<Plane_3> planes(initialP.size_of_facets());
unsigned iFacet = 0;
for (auto I = initialP.facets_begin(), E = initialP.facets_end();
I != E; ++I)
{
auto it = map.find(iFacet);
if (it != map.end())
{
int i = it->second;
Vector_3 u = directions[i];
double h = values[i];
ASSERT(h > 0);
planes[iFacet] = Plane_3(-u.x(), -u.y(), -u.z(), h);
std::cout << "Changing plane #" << iFacet << ": "
<< I->plane() << " |--> " << planes[iFacet]
<< std::endl;
}
else
{
planes[iFacet] = I->plane();
}
++iFacet;
}
Polyhedron_3 intersection(planes);
std::cout << "Change in facets number: " << initialP.size_of_facets()
<< " -> " << intersection.size_of_facets() << std::endl;
ASSERT(initialP.size_of_facets() - intersection.size_of_facets()
< map.size() &&
"It seems that all extracted facets have gone");
DEBUG_END;
return intersection;
}