Name
elliptic_axis_points_xld elliptic_axis_points_xld EllipticAxisPointsXld elliptic_axis_points_xld EllipticAxisPointsXld EllipticAxisPointsXld
Herror elliptic_axis_points_xld (const Hobject XLD Ra Rb Phi
Herror T_elliptic_axis_points_xld (const Hobject XLD Ra Rb Phi
Herror elliptic_axis_points_xld (Hobject XLD Ra Rb Phi
Herror elliptic_axis_points_xld (Hobject XLD Ra Rb Phi
double HXLD ::EllipticAxisPointsXld (double* Rb Phi
HTuple HXLDArray ::EllipticAxisPointsXld (HTuple* Rb Phi
void EllipticAxisPointsXld (const HObject& XLD Ra Rb Phi
HTuple HXLD ::EllipticAxisPointsXld (HTuple* Rb Phi
double HXLD ::EllipticAxisPointsXld (double* Rb Phi
elliptic_axis_points_xld elliptic_axis_points_xld EllipticAxisPointsXld elliptic_axis_points_xld EllipticAxisPointsXld EllipticAxisPointsXld Ra Ra Ra Ra Ra ra Rb Rb Rb Rb Rb rb Phi Phi Phi Phi Phi phi
Berechnung:
Seien die Momente
moments_points_xld moments_points_xld MomentsPointsXld moments_points_xld MomentsPointsXld MomentsPointsXld Ra Ra Ra Ra Ra ra Rb Rb Rb Rb Rb rb
Die Orientierung Phi Phi Phi Phi Phi phi elliptic_axis_points_xld elliptic_axis_points_xld EllipticAxisPointsXld elliptic_axis_points_xld EllipticAxisPointsXld EllipticAxisPointsXld XLD XLD XLD XLD XLD XLD elliptic_axis_xld elliptic_axis_xld EllipticAxisXld elliptic_axis_xld EllipticAxisXld EllipticAxisXld test_self_intersection_xld test_self_intersection_xld TestSelfIntersectionXld test_self_intersection_xld TestSelfIntersectionXld TestSelfIntersectionXld
Wird mehr als eine Kontur oder ein Polygon übergeben, dann werden
die Ergebnisse in Tupeln in der gleichen Reihenfolge wie die
entsprechenden Konturen bzw. Polygone in XLD XLD XLD XLD XLD XLD
Multithreading-Typ: reentrant (läuft parallel zu nicht-exklusiven Operatoren).
Multithreading-Bereich: global (kann von jedem Thread aufgerufen werden).
Automatisch parallelisiert auf Tupelebene.
Zu untersuchende Konturen bzw. Polygone.
Ra Ra Ra Ra Ra ra real(-array) → HTuple HTuple HTuple VARIANT Htuple (real) (double ) (double ) (double ) (double ) (double )
Hauptradius.
Zusicherung: Ra >= 0.0
Rb Rb Rb Rb Rb rb real(-array) → HTuple HTuple HTuple VARIANT Htuple (real) (double ) (double ) (double ) (double ) (double )
Nebenradius.
Zusicherung: Rb >= 0.0 && Rb <= Ra
Winkel zwischen Hauptachse und Spalten-Achse
(Bogenmaß).
Zusicherung: - pi / 2 < Phi && Phi <= pi / 2
Sei n die Anzahl der Punkte in der Kontur bzw. dem
Polygon. Dann ist die Laufzeit O(n).
elliptic_axis_points_xld elliptic_axis_points_xld EllipticAxisPointsXld elliptic_axis_points_xld EllipticAxisPointsXld EllipticAxisPointsXld set_system(::'no_object_result',<Result>:) set_system("no_object_result",<Result>) SetSystem("no_object_result",<Result>) set_system("no_object_result",<Result>) SetSystem("no_object_result",<Result>) SetSystem("no_object_result",<Result>)
gen_contours_skeleton_xld gen_contours_skeleton_xld GenContoursSkeletonXld gen_contours_skeleton_xld GenContoursSkeletonXld GenContoursSkeletonXld edges_sub_pix edges_sub_pix EdgesSubPix edges_sub_pix EdgesSubPix EdgesSubPix threshold_sub_pix threshold_sub_pix ThresholdSubPix threshold_sub_pix ThresholdSubPix ThresholdSubPix gen_contour_polygon_xld gen_contour_polygon_xld GenContourPolygonXld gen_contour_polygon_xld GenContourPolygonXld GenContourPolygonXld test_self_intersection_xld test_self_intersection_xld TestSelfIntersectionXld test_self_intersection_xld TestSelfIntersectionXld TestSelfIntersectionXld
area_center_points_xld area_center_points_xld AreaCenterPointsXld area_center_points_xld AreaCenterPointsXld AreaCenterPointsXld gen_ellipse_contour_xld gen_ellipse_contour_xld GenEllipseContourXld gen_ellipse_contour_xld GenEllipseContourXld GenEllipseContourXld
elliptic_axis_xld elliptic_axis_xld EllipticAxisXld elliptic_axis_xld EllipticAxisXld EllipticAxisXld smallest_rectangle2 smallest_rectangle2 SmallestRectangle2 smallest_rectangle2 SmallestRectangle2 SmallestRectangle2
moments_xld moments_xld MomentsXld moments_xld MomentsXld MomentsXld smallest_circle_xld smallest_circle_xld SmallestCircleXld smallest_circle_xld SmallestCircleXld SmallestCircleXld smallest_rectangle1_xld smallest_rectangle1_xld SmallestRectangle1Xld smallest_rectangle1_xld SmallestRectangle1Xld SmallestRectangle1Xld smallest_rectangle2_xld smallest_rectangle2_xld SmallestRectangle2Xld smallest_rectangle2_xld SmallestRectangle2Xld SmallestRectangle2Xld shape_trans_xld shape_trans_xld ShapeTransXld shape_trans_xld ShapeTransXld ShapeTransXld
R. Haralick, L. Shapiro
„Computer and Robot Vision“
Addison-Wesley, 1992, pp. 73-75
Foundation