The SEDRIS Data Representation Model
APPENDIX A - Classes Ellipse |
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An instance of this DRM class specifies a closed plane curve such that for each point on the curve, the sum of the point's distances from 2 fixed points (called the foci of the <Ellipse>) is a constant.
The major axis of the <Ellipse> is the line passing through the foci of the <Ellipse>. The minor axis of the <Ellipse> is the line perpendicular to the major axis that passes through the centre of the <Ellipse>. The component <Location 3D> locates the centre.
The first component <Reference Vector> (vector_type = SE_REF_VEC_TYP_MAJOR_AXIS) gives the direction of the major axis. The second component <Reference Vector> (vector_type = SE_REF_VEC_TYP_FACE_NORMAL) defines the normal direction to the plane of the <Ellipse>, and shall be perpendicular to the major axis <Reference Vector>.
The physical extent of certain underwater acoustic phenomena are best described by oval surface geometries in some cases, and by <Elliptic Cylinder> instances in others.
Because a circle is a special case of an ellipse for which the major and minor axes have the same length.
SE_Long_Float | major_axis_length; | (notes) |
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SE_Long_Float | minor_axis_length; | (notes) |
This corresponds to the centre of the given <Ellipse> instance.
A <Primitive Geometry> contains a <Union Of Primitive Geometry> instance as a component only when that <Primitive Geometry> can be decomposed into nested <Primitive Geometry>, as (for example) a <Polygon> can be decomposed into subfaces.
This is the location of the centre of the given <Ellipse> instance.
These are the elliptic cross section axes. The first component <Reference Vector> specifies the major axis direction with vector_type = SE_REF_VEC_TYP_MAJOR_AXIS. The second component <Reference Vector> specifies the major axis direction with vector_type = SE_REF_VEC_TYP_MINOR_AXIS.
This is in metres > 0.0.
This is in metres > 0.0.
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