*Local Axis System

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*Local Axis System

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Purpose

To define local axis systems.

Theory

Refer to User-Defined Axes for further information on this feature.

Keyword Format

The keyword starts with a line defining the name of the axis system. This is then followed by a line with 6 numbers.

Line defining the axis system name:

NAME=AXIS NAME

Line defining an axis system:

X1, Y1, Z1, X2, Y2, Z2

The two vectors defining an axis system must have non-zero length and must be orthogonal.

Table Input

Input:

Description

Name:

A unique label for the axis system being defined.

X1:

The component in the global X-direction of the local x-axis of the axis system being defined. See Note (a).

Y1:

The component in the global Y-direction of the local x-axis of the axis system being defined. See Note (a).

Z1:

The component in the global Z-direction of the local x-axis of the axis system being defined. See Note (a).

X2:

The component in the global X-direction of the local y-axis of the axis system being defined. See Notes (a) and (b).

Y2:

The component in the global Y-direction of the local y-axis of the axis system being defined. See Notes (a) and (b).

Z2:

The component in the global Z-direction of the local y-axis of the axis system being defined. See Notes (a) and (b).

Notes

(a)If you do not specifically input a value in any of Columns 2-7, then the corresponding variable defaults to zero. Note however that all three of X1, Y1 and Z1 or all three of X2, Y2 and Z2 cannot equal zero – the null vector cannot be either the local x-axis or the local y-axis.

(b)Note that the local x-axis and local y-axis that you define here must be orthogonal, that is, the true angle between the two vectors defining the local x- and y-axes must be 90°. Flexcom will generate an error message if this is not the case, as vectors that are not orthogonal cannot be used to form a valid axis system.