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| __init__ (self, *args, **kwargs) |
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| Position (self) |
| Returns an axis.
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| Parameter (self, thePoint) |
| Returns parameter for a 3D point.
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| Type (self) |
| Returns a curve type.
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| Continuity (self) |
| Returns a continuity type of the curve.
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| Value (self, theParameter) |
| Evaluates a point on the curve.
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| Normal (self, theParameter) |
| Returns the normal direction theNormal of parameter theParam.
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| Curvature (self, theParameter) |
| Returns the curvature value of parameter theParam.
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| IsPeriodic (self) |
| Returns true if the curve is periodic.
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| UMin (self) |
| Returns a minimum parameter of a definition domain.
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| UMax (self) |
| Returns a maximum parameter of a definition domain.
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| Domain (self) |
| Returns a definition domain.
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| IsTrimmed (self) |
| Returns whether curve is trimmed or not.
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| SetTrim (self, theFirst, theLast) |
| Trims curve with [theFirst, theLast] section.
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| Transform (self, theTransformation) |
| Applies transformation matrix to this object.
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| Transformed (self, theTransformation) |
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| D0 (self, theParameter, theValue) |
| Returns the point theValue of parameter theParam.
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| D1 (self, theParameter, theValue, theD1) |
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| D2 (self, theParameter, theValue, theD1, theD2) |
| Returns the point theValue of parameter theParam, the first theD1 and second theD2 derivatives.
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| DN (self, theParameter, theDerivativeOrder, theValue, theD) |
| Returns true if calculation completed successfully.
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| Mirror (self, *args) |
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| Mirrored (self, *args) |
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| Rotate (self, theAxis, theAngle) |
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| Rotated (self, theAxis, theAngle) |
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| Translate (self, theVector) |
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| Translated (self, theVector) |
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| Scale (self, thePoint, theScale) |
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| Scaled (self, thePoint, theScale) |
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| Id (self) |
| Return unique identifier of public object.
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| IsNull (self) |
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Conic Conic.hxx cadex/Geom/Conic.hxx.
Base class for 3D conic curves
A conic curve has an axis returned by Position(). The curve lies on a plane perpendicular to the Z-axis of the axis placement. Parametrization is defined taking into account X-axis of the axis.
- See also
- Conic2d.