Table 6.24 — DRM_Camera_Point

Property

Description

Class

  • <DRM Camera Point>

Superclass

Subclass

  • None.

Definition

An instance of this DRM class specifies an eye point to view from, specifying a location, an orientation, and either an orthographic or perspective viewing volume.

The location of the camera is specified by the <DRM Location 3D> component. The direction at which the camera is pointed is specified by the <DRM Reference Vector> component that has a vector_type field value of CAMERA_FORWARD_AXIS. The up axis of the camera is specified by the <DRM Reference Vector> component that has a vector_type field value of CAMERA_UP_AXIS. The up axis specifies the rotational orientation of the camera around the forward axis. These provide the necessary information to position the camera in the currently applicable SRF, orient the camera with respect to its up axis, and identify the direction in which the camera is pointing. This orientation defines the coordinate space of the camera, where the camera is at (0, 0, 0) and is oriented to look down the +V axis (defined by the CAMERA_FORWARD_AXIS vector). The UV plane defines the horizontal plane and the right-hand rule applies. The CAMERA_UP_AXIS vector defines the +W axis.

The viewing frustum of a given <DRM Camera Point> instance is defined based on two parallel planes, the near clipping plane and the far clipping plane. The near clipping plane is the plane perpendicular to the CAMERA_FORWARD_AXIS vector and located camera_near metres from the origin. The far clipping plane is located camera_far metres from the origin.

The projection type is specified by the projection field, and may specify either an orthographic or a perspective projection. The projection type also specifies the fundamental shape of the viewing frustum. For an orthographic projection, the viewing frustum is a parallelepiped. For a perspective projection, the viewing frustum is a truncated pyramid.

The projection field specifies the type of projection. If projection = ORTHOGRAPHIC, the viewing frustum is the parallelepiped volume between the two clipping planes, bounded by the rectangle specified by (left, bottom) as its lower left corner and (right, top) as its upper right corner. If projection = PERSPECTIVE, the viewing frustum can be described in one of two ways. In the first method, the perspective viewing frustum can be defined as the volume starting at the near clipping plane and expanding to the far clipping plane where the projection lines intersect the corners of the rectangle specified on the near clipping plane by (left, bottom) as the lower left corner and (right, top) as the upper right corner. In the second method, the perspective viewing volume can be described by a horizontal field of view, an aspect ratio that is the width of the viewing frustum divided by its height, and the distance to the near and far clipping planes.

The camera_near field specifies the distance from camera position to near clipping plane, in metres.

The camera_far field specifies the distance from camera position to far clipping plane, in metres.

If the value of the use_left_bottom_right_top field is TRUE, use the parameters from the left, bottom, right, and top fields. These fields are always used for orthographic viewing, but perspective viewing can either use these fields or the field-of-view and aspect ratio fields.

The left field specifies the U coordinate of the lower left corner of the rectangle in the near clipping plane.

The bottom field specifies the V coordinate of the lower left corner of the rectangle in the near clipping plane.

The right field specifies the U coordinate of the upper right corner of the rectangle in the near clipping plane.

The top field specifies the V coordinate of the upper right corner of the rectangle in the near clipping plane.

The horizontal_field_of_view field specifies the angle, in radians, of the horizontal field of view. This value is used for perspective viewing if the use_left_bottom_right_top flag is FALSE.

The aspect_ratio field specifies the width of the frustum divided by its height. This value is used for perspective viewing if the use_left_bottom_right_top flag is FALSE.

Class diagram

Figure 6.25 — DRM_Camera_Point

Inherited field elements

Field name

Range

Field data type

None

   

Field elements

Field name

Range

Field data type

projection

 

Camera_Projection_Type

camera_near

 

Long_Float

camera_far

 

Long_Float

use_left_bottom_right_top

 

Boolean

left

 

Long_Float

bottom

 

Long_Float

right

 

Long_Float

top

 

Long_Float

horizontal_field_of_view

 

Long_Float

aspect_ratio

 

Long_Float

Default field values

Default field values for DRM_Camera_Point

Associated to (one-way) (inherited)

  • None.

Associated to (one-way)

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)

Composed of (two-way metadata) (inherited)

  • None.

Composed of (two-way metadata)

  • None.

Component of (two-way) (inherited)

  • None.

Component of (two-way)

Constraints

Clarifications

1The semantic meaning of this relationship is that the given <DRM Image> instance represents a picture taken from the location of the <DRM Camera Point> instance with the given aspect ratio, camera projection, and camera axes as specified by the <DRM Reference Vector> instances.

The <DRM Image> instance should be of the data described under the <DRM Aggregate Geometry> instance of which the <DRM Camera Point> instance is a component.

Example(s)

  • A <DRM Camera Point> instance may represent a perspective viewing point defined at the beginning of a runway, oriented to look down the runway.

  • A <DRM Camera Point> instance may represent an orthographic viewing point defined high above the transmittal, in the centre of the transmittal, to give a “bird’s eye view” of the entire transmittal.