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SbSphereSectionProjector — sphere-section projector
SbProjector > SbSphereProjector > SbSphereSectionProjector
#include <Inventor/projectors/SbSphereSectionProjector.h> Methods from class SbSphereSectionProjector: SbSphereSectionProjector(float edgeTol = .9, SbBool orientToEye = TRUE) SbSphereSectionProjector(const SbSphere &sph, float edgeTol = .9, SbBool orientToEye = TRUE) ~SbSphereSectionProjector() void setTolerance(float edgeTol) float getTolerance() const void setRadialFactor(float radialFactor = 0.0) float getRadialFactor() const SbBool isWithinTolerance(const SbVec3f &point) Methods from class SbSphereProjector: SbVec3f projectAndGetRotation(const SbVec2f &point, SbRotation &rot) virtual SbRotation getRotation(const SbVec3f &point1, const SbVec3f &point2) void setSphere(const SbSphere &sph) const SbSphere & getSphere() const void setOrientToEye(SbBool orientToEye) SbBool isOrientToEye() const void setFront(SbBool isFront) SbBool isFront() const SbBool isPointInFront(const SbVec3f &point) const Methods from class SbProjector: virtual SbVec3f project(const SbVec2f &point) virtual void setViewVolume(const SbViewVolume &vol) const SbViewVolume & getViewVolume() const virtual void setWorkingSpace(const SbMatrix &space) const SbMatrix & getWorkingSpace() const virtual SbProjector * copy() const
SbSphereSectionProjector projects a window space point (usually based on the mouse location) onto the section of a sphere that has been sliced by a plane. Two projected points can produce a rotation about the sphere's center. The tolerance slice can be specified as a fraction of the radius of the sphere. The projection point will not extend beyond the sliced portion of the sphere. Incremental changes (delta rotation) can be computed during interactive sessions. Sphere projectors are typically used to write interactive 3D manipulators and viewers.
SbSphereSectionProjector(float edgeTol = .9, SbBool orientToEye = TRUE) SbSphereSectionProjector(const SbSphere &sph, float edgeTol = .9, SbBool orientToEye = TRUE) Constructors. The first uses a default sphere centered at the origin with radius 1.0; the sphere is supplied in the second. The position of the plane which slices the sphere into a section is specified as a fraction of the sphere radius with the parameter edgeTol. A tolerance value of 1.0 positions the plane down the center of the sphere. A tolerance value of 0.5 defines the longitudinal plane halfway between the center and the outside edge of the sphere. The default value is .9, so that almost half the sphere is in front of the plane. The orientToEye parameter determines whether the plane is perpendicular to the eye, or perpendicular to the sphere's Z axis. Setting that parameter to TRUE (the default) specifies that the plane be perpendicular to the eye, which is most often the desired behavior. The default view volume is undefined, and the working space is identity. ~SbSphereSectionProjector() Destructor. void setTolerance(float edgeTol) float getTolerance() const Set and get the edge tolerance as a fraction of the radius of the sphere. If this is 1.0, the projector is a hemisphere. If this is .1, the projector is a slice of the sphere with radius .1*radius. Default is .9. void setRadialFactor(float radialFactor = 0.0) float getRadialFactor() const Set and get the radial rotation factor. When the mouse is dragged off the edge of the sphere, the mouse motion can be classified as either tangential (moving in a circle around the sphere) or radial (moving toward or away from the center). The tangential motion will always map to a rotation around the center, (like the hands of a clock). The radial motion, by default, has no effect. But if you set the radialFactor to be > 0.0, this motion will make the sphere rotate as if the mouse is pulling the top of the sphere out toward the mouse. If radialFactor = 1.0, then pulling has a `normal' feel (that is, the mouse motion causes the same amount of rotation as if you had rotated by hitting the actual surface of the sphere). Default is 0.0 SbBool isWithinTolerance(const SbVec3f &point) Find whether this point on the sphere or tolerance plane is within tolerance.
SbCylinderProjector, SbCylinderSectionProjector, SbCylinderPlaneProjector, SbCylinderSheetProjector, SbLineProjector, SbPlaneProjector, SbSpherePlaneProjector, SbSphereSheetProjector SbSphereSectionProjector(3IV)()