Intersection methods
Bearing & distance
Four points
Two TS observations
482
Description
Calculates the intersection point of a line and
a circle. The line is defined by a point and a
direction. The circle is defined by the centre
point and the radius.
Elements that must be known are
the coordinates of points.
•
•
the direction from one known point to
the COGO point.
the distance from the second known
•
point to the COGO point.
offsets if necessary and configured.
•
The coordinates of the known points
can be taken from the job.
•
•
can be manually measured during the
COGO calculation.
can be entered.
•
Points with full coordinate triplets and posi-
tion only points can be used.
Calculates the intersection point of two lines.
A line is defined by two points.
Elements that must be known are
the coordinates of four points.
•
offsets of the lines if necessary and con-
•
figured.
The coordinates of the known points
can be taken from the job.
•
•
can be manually measured during the
COGO calculation.
•
can be entered.
Points with full coordinate triplets and posi-
tion only points can be used.
Calculates the intersection point of two lines.
A line is defined by a TPS setup and a TPS
measurement from this setup.
Elements that must be known are
the coordinates of two points.
•
azimuths of the lines.
•
The coordinates of the known points
•
must be taken from the job.
must be TPS setup points.
•
The azimuths of the lines
must be TPS measurements from the
•
known points.
Points with full coordinate triplets and posi-
tion only points can be used.
COGO