Table 6.113—DRM_Geometry

Property

Description

Superclass

·         <DRM SEDRIS Abstract Base>

Class

·         <DRM Geometry>

Subclass

·         <DRM Geometry Hierarchy>

·         <DRM Primitive Geometry>

Definition

This is an abstract DRM class encapsulating both:

a)      the concepts of traditional geometry and

b)      measured data and organizational methods used to organize instances of these traditional geometry and of other concrete DRM classes within a transmittal.

Example(s)

·         A <DRM Geometry Model Instance> of a polygonal <DRM Model> of a helicopter.

·         A collection of polygons making up the graphical representation of a forest canopy.

·         A <DRM Property Grid Hook Point>, connecting a <DRM Property Grid> of terrain elevation data from DTED to the geometry of an <DRM Environment Root>.

Inherited field elements

field_name

range

Field_Data_Type

none

 

 

Field elements

field_name

range

Field_Data_Type

none

 

 

Associated to (one-way) (inherited)

·         none

Associated to (one-way)

·         none

Associated by (one-way) (inherited)

·         none

Associated by (one-way)

·         none

Associated with (two-way) (inherited)

·         none

Associated with (two-way)

·         none

Composed of (two-way) (inherited)

·         none

Composed of (two-way)

·         optionally, some {ordered} <DRM Attribute Set Index>

·         optionally, a <DRM Classification Data>

·         optionally, some <DRM Property Table>s

·         optionally, some <DRM Property Table Reference>s

·         optionally, some <DRM Property Value>

Composed of (two-way metadata) (inherited)

·         none

Composed of (two-way metadata)

·         optionally, a <DRM Time Constraints Data>

Component of (two-way) (inherited)

·         none

Component of (two-way)

·         none

Constraints

·         No attribute conflicts

·         Non-crossing aggregations

·         Non-cyclic aggregations

·         Precedence of Attribute_Set_Index

Notes

none

Class diagram

<DRM Geometry>