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| OdGeRuled () |
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| OdGeRuled (const OdGeCurve3d &pProfileCurve1, const OdGeCurve3d &pProfileCurve2) |
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| OdGeRuled (const OdGeCurve3d &pProfileCurve1, const OdGePoint3d &pPoint2) |
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| OdGeRuled (const OdGePoint3d &pPoint1, const OdGeCurve3d &pProfileCurve2) |
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| OdGeRuled (const OdGeRuled &ruled) |
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void | set (const OdGeCurve3d &pProfileCurve1, const OdGeCurve3d &pProfileCurve2) |
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void | set (const OdGeCurve3d &pProfileCurve1, const OdGePoint3d &pPoint2) |
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void | set (const OdGePoint3d &pPoint1, const OdGeCurve3d &pProfileCurve2) |
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OdGeRuled & | operator= (const OdGeRuled &extSurf) |
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OdResult | getProfileCurve (const OdUInt8 iIndex, OdGeCurve3d *&pProfileCurve) const |
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OdResult | getPoint (const OdUInt8 iIndex, OdGePoint3d &point) const |
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bool | setEnvelope (const OdGeInterval &intrvlU, const OdGeInterval &intrvlV) |
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void | getEnvelope (OdGeInterval &intrvlU, OdGeInterval &intrvlV) const |
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bool | hasFirstProfilePoint () const |
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bool | hasSecondProfilePoint () const |
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OdGePoint2d | paramOf (const OdGePoint3d &point, const OdGeTol &tol=OdGeContext::gTol) const |
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OdGePoint2d | paramOf (const OdGePoint3d &point, const OdGeUvBox *uvBox, const OdGeTol &tol=OdGeContext::gTol) const |
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| TD_USING (OdGeEntity3d::isOn) |
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bool | isOn (const OdGePoint3d &point, OdGePoint2d ¶mPoint, const OdGeTol &tol=OdGeContext::gTol) const |
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OdGePoint3d | closestPointTo (const OdGePoint3d &point, const OdGeTol &tol=OdGeContext::gTol) const |
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OdGePoint3d | closestPointTo (const OdGePoint3d &point, OdGePoint2d *param, const OdGeUvBox *uvBox, const OdGeTol &tol=OdGeContext::gTol) const |
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void | getClosestPointTo (const OdGePoint3d &point, OdGePointOnSurface &pntOnSurface, const OdGeTol &tol=OdGeContext::gTol) const |
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double | distanceTo (const OdGePoint3d &point, const OdGeTol &tol=OdGeContext::gTol) const |
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bool | isNormalReversed () const |
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bool | isLeftHanded () const |
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OdGeSurface & | reverseNormal () |
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void | getEnvelope (OdGeInterval &intrvlU, OdGeInterval &intrvlV) const |
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void | getEnvelope (OdGeUvBox &uvbox) const |
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bool | isClosedInU (const OdGeTol &tol=OdGeContext::gTol) const |
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bool | isClosedInV (const OdGeTol &tol=OdGeContext::gTol) const |
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OdGePoint3d | evalPoint (const OdGePoint2d ¶m) const |
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OdGePoint3d | evalPoint (const OdGePoint2d ¶m, int numDeriv, OdGeVector3dArray &derivatives) const |
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OdGePoint3d | evalPoint (const OdGePoint2d ¶m, int numDeriv, OdGeVector3dArray &derivatives, OdGeVector3d &normal) const |
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OdGeSurface & | operator= (const OdGeSurface &surf) |
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OdGeExtents3d | getGeomExtents (const OdGeUvBox &range=OdGeUvBox(), const OdGeMatrix3d *coordSystem=NULL) const |
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bool | project (const OdGePoint3d &p, OdGePoint3d &projP, const OdGeTol &tol=OdGeContext::gTol) const |
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bool | setEnvelope (const OdGeInterval &realIntrvlU, const OdGeInterval &realIntrvlV) |
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OdGeCurve3d * | makeIsoparamCurve (bool byU, double param) const |
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OdGeCurve3d * | makeIsoparamCurve (bool byU, double param, const OdGeInterval &interval) const |
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bool | getPoles (OdGeDoubleArray *uParams, OdGeDoubleArray *vParams, OdGePoint3dArray *uPoints, OdGePoint3dArray *vPoints, double tol=1e-13) const |
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| ODRX_HEAP_OPERATORS () |
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| ~OdGeEntity3d () |
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bool | isKindOf (OdGe::EntityId entType) const |
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OdGe::EntityId | type () const |
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OdGeEntity3d * | copy () const |
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OdGeEntity3d & | operator= (const OdGeEntity3d &entity) |
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bool | operator== (const OdGeEntity3d &entity) const |
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bool | operator!= (const OdGeEntity3d &entity) const |
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bool | isEqualTo (const OdGeEntity3d &object, const OdGeTol &tol=OdGeContext::gTol) const |
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OdGeEntity3d & | transformBy (const OdGeMatrix3d &xfm) |
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OdGeEntity3d & | translateBy (const OdGeVector3d &translateVec) |
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OdGeEntity3d & | rotateBy (double angle, const OdGeVector3d &vect, const OdGePoint3d &basePoint=OdGePoint3d::kOrigin) |
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OdGeEntity3d & | mirror (const OdGePlane &plane) |
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OdGeEntity3d & | scaleBy (double scaleFactor, const OdGePoint3d &basePoint=OdGePoint3d::kOrigin) |
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bool | isOn (const OdGePoint3d &point, const OdGeTol &tol=OdGeContext::gTol) const |
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If both curves are valid, the parametric equation for this surface is :
P(u, v) = C1(u) + v(C2(u) - C1(u))
If one of the curves is replaced with a point, the equations simplify to one of :
P(u, v) = P1 + v(C2(u) - P1)
P(u, v) = C1(u) + v(P2 - C1(u))
A ruled face with no curves and two points is degenerate and will not be returned.
For internal use only.
Library: TD_Ge
<group OdGe_Classes>
Definition at line 63 of file GeRuled.h.