Principal Attributes of Angular Dimensions
- Last UpdatedApr 27, 2023
- 2 minute read
Those attributes of a linear Dimension which most affect its general appearance, namely DOFF, DPOS, LCHA, OSHT and PLCL, are all the same as or similar to those for Linear Dimensions, and are set in the same way. Those attributes that relate to the dimension line of a Linear Dimension relate to the dimension arc of an angular dimension, and those attributes that relate to the projection line of a linear dimension relate to the dimension radius of an Angular Dimension.
The Project Line Clearance value (PLCL) can be measured from the Angular Dimension's origin or from the position defined by a DPPT or DPOI. The PLCL is controlled by the PLCLFLag attribute on DPPT and DPOI elements. By default this is False (or OFF) in which case the clearance is measured from the Dimension's origin. If PLCLFL is set True (or ON) the clearance is measured from the position defined by the DPPT or DPOI. The example illustrates the two Dimension Directions.
Note:
PLCLFL has no effect on Linear Dimensions: the clearance is always measured from the
DPPT or DPOI position.

DOFF for an Angular Dimension is the radius of the dimension arc and is set by the DIM RAD command (cf DIM OFFS). Clearly, the PLDI (projection line direction), DIR (projection line direction) and TLIN (true length) attributes do not apply to Angular Dimensions.
The SENSE attribute enables the rotational direction of the Dimension to be changed. The standard value is that given by the minor arc from the first to the second dimension point. The rotational sense can be altered by using:
SENSe REVerse
The standard sense can be restored using:
SENSe STANdard
Note:
The attribute must be used with caution. It is primarily intended for use with parallel
Dimensions or those containing two points only. Chained or truncated Dimensions with
more than two points contain overlapping arcs.
It is also possible to specify an explicit rotational sense:
SENSe CLOCkwise or SENSe ANTIclockwise
However, standard or reverse sense can be used with parallel dimensions.