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Syntax
INIT arg1 arg2 arg3 arg4
Description
The initial position is given by the connection point on the referenced member and its direction. A selected own connection point is set on that point of the reference member. In doing so, the own local axis system is adjusted to the reference system. The reference system is not always orthogonal. Therefore, there are different methods of orthogonalization. In orthogonalization, 2 vectors are always given and the third vector is created from the ex-product.
Arguments
Minimum quantity: 1
arg1
Value |
Dimension |
Meaning |
ORTHO |
KEYWORD |
The initial system is already orthogonal. |
ORTHOXZ |
KEYWORD |
1. direction: Xl, 2nd direction: Zl, projected onto normal surface of Xl |
ORTHOXY |
KEYWORD |
1st direction: Xl, 2nd direction: Yl, projected onto normal surface of Xl |
ORTHOZY |
KEYWORD |
1st direction: Zl, 2nd direction: Yl, projected onto normal surface of Zl |
ORTHOYG |
KEYWORD |
1st direction: YG, 2nd direction: Zl, projected onto plan |
arg2
Value |
Dimension |
Meaning |
FLIP |
KEYWORD |
The 1st direction is reversed and the secondary directions are chosen to create a right-hand system. |
DOCKAT |
KEYWORD |
The own docking point, which is used for positioning, follows as the next argument. |
arg3 (arg2 = FLIP)
Value |
Dimension |
Meaning |
DOCKAT |
KEYWORD |
The own docking point, which is used for positioning, follows as the next argument. |
arg3 (arg2 = DOCKAT) or arg4 (arg3 = DOCKAT)
Value |
Dimension |
Meaning |
dpname |
TEXT |
Name of the own docking point |
Scopes
DOCKING/TRANSFORMATION
Examples
INIT ORTHOXZ DOCKAT "P3-M"
The output system is orthogonalized and "P3-M” is used as the connection position.
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