Description |
Report on the bearing and distance of the segments in a line, alignment, polygon, shape(pipe).
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Access |
Report / Create / / Linear Object Bearing and Distance Report
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Requirements |
One or more selected lines, alignments, shapes(pipes) or polygons.
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Object |
Object Property |
Description |
Type |
The object type |
Unique Id |
The unique identifier of the linear object. |
Layer |
The objects layer. |
Total 2D Length |
The total 2 dimensional length of all the segments. |
Total 3d Length |
The total 3 dimensional length of all the segments. |
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List |
List Columns |
Description |
Segment Number |
The segment identifier. |
Segment Type |
The type of segment. |
From / To Point Name |
The name of a point that shares a vertex with the line or polygon object. |
From / To Vertex |
The unique id of the segments start or end vertex. |
Bearing |
The bearing of straight or chord. |
2D Distance |
The 2 dimensional length of the linear object. |
3D Distance |
The 3 dimensional length of the linear object. |
2D Chord Distance |
The 2 dimensional distance between the start and end vertex of a circular curve. |
3D Chord Distance |
The 3 dimensional distance between the start and end vertex of a circular curve. |
Radius |
The radius of the circular curve. |
From / To Easting |
Easting coordinate of the segments start or end vertex. |
From / To Northing |
Northing coordinate of the segments start or end vertex. |
From / To Height |
Orthometric height of the segments start or end vertex. |
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Notes |
- The report is generated on the lines, alignments, shapes (pipes) or polygons in the current selection.
- The report displays in a report tab in the work area.
- To save the report, click the report tab to make it the active view, then click
.
- Click the column header in the report to order the objects by the column values.
- Click Add/Remove to add the report to the Custom menu.
- For 2D circular curves the 2D length is the arc distance. The 3D length is the length of the spline that best approximates the curve and the vertices heights in 3 dimensions.
- For 3D circular curves the 3D length is the arc distance.
- Name the local rotation with the rotation value to view the local rotation value in the General section.
- Name the local scale with the scale value to view the local scale value in the General section.
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Related topics |
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