Create Stereonet
Source file: create-a-stereonet.htm
A
stereonet plots slope and slope direction (dip and strike) of the poles of discontinuities
onto a two-dimensional graph. It helps to identify discontinuity sets
and analyse the stability of rock slopes.
Data preparation
Before creating a stereonet, follow these steps to prepare suitable data:
Note: If this data has previously been prepared and exported to a .csv
file, it does not need to be recreated. The stereonet can be created
from file data.
-
Select a surface
created with
Spherical Surface,
Scan Surface or
Fusion Surface.
Note: Topographic surfaces are not suitable for geotechnical analysis as they are created in a top-down manner that does not provide sufficient detail on rock slopes.
-
On the Geotechnical tab, in the Colour group, click
Colour Dip and strike to highlight the areas to be analysed.
-
Select point
or facet
selection type.
-
Select some points on a structure of interest.
-
On the Geotechnical tab, in the Dip and Strike group, click
Extract discontinuities.
-
Repeat steps 2 to 5 for all structures of interest. Discontinuity objects are saved in the
geotechnical
container for each query.
Stereonet creation
After the data have been prepared, follow this procedure to create a stereonet :
-
On the Geotechnical tab, in the Stereonet group, click
Create Stereonet.
-
Add discontinuities
to the Stereonet data field.
-
Select Poles, Planes or Intersections as the preferred representation of discontinuities on the stereonet. You can select these globally or individually to suit requirements.
-
Click OK or Apply to create a new stereonet in the
geotechnical
container.
Stereonet view options
Open
the stereonet in a new view window, which will display the stereonet view toolbar.
Configure the stereonet with the available functions. See Stereonet toolbar for details.
|
Equal angle, equatorial grid, scale poles by area |
|
Equal angle, polar grid |
|
Equal angle, no grid. |
Note: You can also add contours to the stereonet data to help identify data of interest. See Stereonet Contours.