G01 Linear Traverse


{\rtf1\ansi\ansicpg1252\deff0\deflang2057{\fonttbl{\f0\fnil\fcharset0 MS Sans Serif;}{\f1\fswiss\fcharset0 Helvetica-Bold;}{\f2\fswiss\fcharset0 Helvetica;}{\f3\fnil MS Sans Serif;}}
{\colortbl ;\red255\green0\blue0;}
\viewkind4\uc1\pard\qc\cf1\b\f0\fs20 G01 Linear Traverse Polar
\par \pard
\par \cf0\f1\fs22 Functionality
\par \b0\f2\fs20 The tool moves from the starting point to the end point along a straight path. The \b\f1 path velocity \b0\f2 is determined by the programmed \b\f1 F word\b0\f2 .
\par All axes can be traversed simultaneously.
\par G2/G3 remains active until canceled by another instruction from this G group (G0, G2, G3,
\par ...).
\par \b\f1\fs22 Programming
\par \b0\f2\fs20 G1 X... Y... Z... F... ; Cartesian coordinates
\par G1 AP=... RP=... F... ; Polar coordinates
\par G1 AP=... RP=... Z... F... ; Cylinder coordinates (3-dimensional)
\par Note: Another option for linear programming is available with the angle specification\cf1\b\f0
\par \cf0\b0\f3\fs16
\par }


Wyszukiwarka

Podobne podstrony:
G01 Linear Traverse XYZ
G01 Linear Traverse
G01 Linear Traverse
G01 Linear Traverse
G01 Linear Traverse Y Angle
G01 Linear Traverse X Angle
G01 Linear Traverse
G01 Linear Traverse
Linear Traverse
G10 Linear Polar in Fast Traverse
Linear Fast Traverse
Soroka Linear Odd Poisson Bracket on Grassmann Algebra (2000) [sharethefiles com]
Cuartero et al Linearly Compact Algebraic Lie Algebras (1997) [sharethefiles com]
Linear?ature Ext
linear audio res ai 45 mkii

więcej podobnych podstron