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Example: convex sphere machined with end mill, Programming examples 9.12, 325 example: convex sphere machined with end mill – HEIDENHAIN TNC 640 (34059x-04) ISO programming User Manual

Page 325

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Programming examples 9.12

9

TNC 640 | User's Manual for DIN/ISO Programming | 3/2014

325

Example: Convex sphere machined with end mill

Program sequence

This program requires an end mill.
The contour of the sphere is approximated by many

short lines (in the Z/X plane, defined in Q14). The

smaller you define the angle increment, the smoother

the curve becomes.
You can determine the number of contour cuts

through the angle increment in the plane (defined in

Q18).
The tool moves upward in three-dimensional cuts.
The tool radius is compensated automatically.

%SPHERE G71 *
N10 D00 Q1 P01 +50 *

Center in X axis

N20 D00 Q2 P01 +50 *

Center in Y axis

N30 D00 Q4 P01 +90 *

Starting angle in space (Z/X plane)

N40 D00 Q5 P01 +0 *

End angle in space (Z/X plane)

N50 D00 Q14 P01 +5 *

Angle increment in space

N60 D00 Q6 P01 +45 *

Sphere radius

N70 D00 Q8 P01 +0 *

Starting angle of rotational position in the X/Y plane

N80 D00 Q9 P01 +360 *

End angle of rotational position in the X/Y plane

N90 D00 Q18 P01 +10 *

Angle increment in the X/Y plane for roughing

N100 D00 Q10 P01 +5 *

Allowance in sphere radius for roughing

N110 D00 Q11 P01 +2 *

Set-up clearance for pre-positioning in the spindle axis

N120 D00 Q12 P01 +350 *

Feed rate for milling

N130 G30 G17 X+0 Y+0 Z-50 *

Definition of workpiece blank

N140 G31 G90 X+100 Y+100 Z+0 *
N150 T1 G17 S4000 *

Tool call

N160 G00 G40 G90 Z+250 *

Retract the tool

N170 L10.0 *

Call machining operation

N180 D00 Q10 P01 +0 *

Reset allowance

N190 D00 Q18 P01 +5 *

Angle increment in the X/Y plane for finishing

N200 L10.0 *

Call machining operation

N210 G00 G40 Z+250 M2 *

Retract the tool, end program

N220 G98 L10 *

Subprogram 10: Machining operation

N230 D01 Q23 P01 +Q11 P02 +Q6 *

Calculate Z coordinate for pre-positioning

N240 D00 Q24 P01 +Q4 *

Copy starting angle in space (Z/X plane)

N250 D01 Q26 P01 +Q6 P02 +Q108 *

Compensate sphere radius for pre-positioning

N260 D00 Q28 P01 +Q8 *

Copy rotational position in the plane

N270 D01 Q16 P01 +Q6 P02 -Q10 *

Account for allowance in the sphere radius

N280 G54 X+Q1 Y+Q2 Z-Q16 *

Shift datum to center of sphere

N290 G73 G90 H+Q8 *

Account for starting angle of rotational position in the plane

N300 G98 L1 *

Pre-position in the spindle axis

N310 I+0 J+0 *

Set pole in the X/Y plane for pre-positioning