Click to
the right of Node Local Axis:
Display the Node Local Axis Table
Options
Add/Replace:
Enter or replace a local coordinate system for selected nodes
Delete:
Delete previously entered node's local coordinate system for selected
nodes
Define Local Axis
Input
Method: Select a method of specifying the node's local
coordinate system.
Angle:
Specify 3 angles of rotation to define the node's local coordinate
system
about
x: Angle of rotation about GCS X-axis
about
y: Angle of rotation about y'-axis rotated about X-axis
about
z: Angle of rotation about z"-axis rotated about X-
and y'-axes
3
points: Specify 3 nodal coordinates to define the node's
local coordinate system
P0: Coordinates of the origin
of the node's local coordinate system
P1: Coordinates of an arbitrary
node on the node's local x-axis
P2: Coordinates of a node moved
from P1, parallel to the node's local y-axis
Vector:
Specify 2 vectors to define the node's local coordinate system
V1: x-direction vector starting
from the origin of the node's local coordinate system
V2: Vector starting from the
origin of the node's local coordinate system to the point P2 of
the 3 points method above
Line Vector: Specify a reference
line to define the node's local coordinate system.
Direction: Select the component of node local axis. Selected
component will be aligned into the orthogonal direction of the
reference line.
Ref.
Point: Specify
2 nodes to define a reference line.
P0:
Coordinates of the origin of the reference line
P1:
2nd point of the reference line to
determine the direction of reference line.
Global
Direction: Specify
a origin point and global axis to define a reference line.
P0:
Coordinates of the origin of the reference line
P1: Component of the GCS
axis to determine the direction of reference line.
Note
The following are the application functions for Node Local Axis:
"Supports"
"Point Spring Supports"
"General Spring Supports"
"Surface Spring Supports"
(in case of Convert to Point Spring)
"Specified Displacements of Supports"
"Reaction Forces/Moments"
of "Reactions"
"Reactions" of "Influence
Lines"
"Reactions" of "Influence
Surfaces" |