• Defining a linear pattern of points
A linear pattern of points may be generated in terms of a starting point (start), ending
point (end), and the total number of points (n) needed,
Using this command, n-2 points are generated in an equidistant fashion between the
Note that the only points that have a symbolic name in the linear pattern are PT1
and PT2. If one of the other 3 points needs to be given a symbol, this can be handled
by,PT3 = POINT / PATA, 3 which gives the third point from the beginning , point PT1, the name PT3
• Defining a grid of points
A grid of points can be specified using the COPY modifier,
PAT4 = PATERN/COPY,PATl,ON,PAT2,SAME
(INTEGRATING ADVANCED COMPUTER-AIDED DESIGN, MANUFACTURING, AND NUMERICAL CONTROL:PRINCIPLES AND IMPLEMENTATIONS-1st Edition-Xun Xu-Chapter 9-P.214)
Defining a Cylinder (in APT codes):One of several ways to define a cylinder is as tangent to two planes. There are four possible ways this may happen. The definition structure becomes
somewhat cumbersome as a few axis modifiers have to be used,
CYL1 = CYLNDR/XLARGE,TANTO,PLAN1,YSMALL,TANTO,PLAN2,RADIUS,2.5,
or
CYL1 = CYLNDR/YSMALL,TANTO,PLAN2,XLARGE,TANTO,PLAN1,RADIUS,2.5
CYL2 = CYLNDR/XSMALL,TANTO,PLAN1,YSMALL,TANTO,PLAN2,RADIUS,2.0,
or
CYL2 = CYLNDR/YSMALL,TANTO,PLAN2,XSMALL,TANTO,PLAN1,RADIUS,2
.0
CYL3 = CYLNDR/XSMALL,TANTO,PLAN1,YLARGE,TANTO,PLAN2,RADIUS,3.0,
or
CYL3 = CYLNDR/YLARGE,TANTO,PLAN2,XSMALL,TANTO,PLAN1,RADIUS,3.0
CYL4 = CYLNDR/XLARGE,TANTO,PLAN1,YLARGE,TANTO,PLAN2,RADIUS,2.2,
or
CYL4 = CYLNDR/YLARGE,TANTO,PLAN2,XLARGE,TANTO,PLAN1,RADIUS,2.2
(INTEGRATING ADVANCED COMPUTER-AIDED DESIGN, MANUFACTURING, AND NUMERICAL CONTROL:PRINCIPLES AND IMPLEMENTATIONS-1st Edition-Xun Xu-Chapter 9-P.218)
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