Class Name: Internal Feature Face Ring

Superclass - Feature Face Ring

Definition

The one-directional topological relationship between a Feature Face and the ordered collection of one or more Feature Edges that define one of its inner boundaries (i.e., a "hole" within the Feature Face).

Primary Page in DRM Diagram:

Example

  1. An island within a lake is represented by a Regular Feature Face. The shoreline of the island is represented by a single Feature Edge, and the lake is represented by another Regular Feature Face. The Feature Edge that defines the shoreline of the island is the sole component of an Internal Feature Face Ring component of the Regular Feature Face that represents the lake. The Feature Ring Edge Direction associated with each Feature Edge indicates its orientation with respect to the ring.
        <Regular Feature Face> (lake)
              <>
               |
               |
        <Internal Feature Face Ring>
              <>
               |
               |--<Feature Ring Edge Direction>
               |
        <Feature Edge> (island shoreline)
    

FAQs

When is an Internal Feature Face Ring object required?
An Internal Feature Face Ring object is required whenever a Feature Face contains a "hole" within its outer boundary, regardless of the feature topology level. All Universal Feature Face objects are required to have at least one Internal Feature Face Ring component.

Can the same Feature Edge appear more than once in the collection of Feature Edges that are the components of an Internal Feature Face Ring?
Yes. If the Feature Edge is contained within the boundaries of a Regular Feature Face, and is attached to an inner boundary of the Regular Feature Face, such that it has the Regular Feature Face on both sides, it will appear exactly twice in the Internal Feature Face Ring, once with each orientation.

What is the relationship between the Internal Feature Face Ring class and the Bordered Feature Face class?
The Internal Feature Face Ring class and the Bordered Feature Face class form the two halves of the bidirectional topological relationship between Feature Faces and Feature Edges. Whenever a Feature Edge appears in the collection of Feature Edge components of an Internal Feature Face Ring component of a Feature Face, that same Feature Face must appear in the collection of Feature Faces associated with the Bordered Feature Face component of that Feature Edge.

Constraints

Composed of (one-way)(inherited)

Component of (one-way)


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