Applications
FlexLine, 217
•
Viewing, storing and staking out the coordinates of the intersection point.
A reference plane is created by measuring three points on a plane. These three points
define a local coordinate system:
•
The first point is the origin of a local coordinate system.
•
The second point defines the direction of the local Z-axis.
•
The third point defines the plane.
X
X-axis of local coordinate system.
Y
Y-axis of local coordinate system.
Z
Z-axis of local coordinate system.
P1
First point, origin of local coordinate
system.
P2
Second point
P3
Third point
P4
Measured point. This point is prob-
ably not located on the plane.
P5
Intersection point of the perpendic-
ular vector from P4 to the defined
plane. This point is definitely
located on the defined plane.
d+
Perpendicular distance from P4 to
the plane.
Δ
X
Perpendicular distance from P5 to
the local Z-axis.
Δ
Z
Perpendicular distance from P5 to
the local X-axis.
TSOX_061
Z
Y
a
b
X
X
Z
P1
P5
P2
P3
P4
d+
