Solution, Circular arcs, Complete program – HEIDENHAIN TNC 426B (280 472) Training ISO programming User Manual

Page 19

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Solution:

HEIDENHAIN Basic Course ISO G

426

Circular arcs

62158/2

F06

100

100

0

60

0

50

20

0

5

30

15

P

4

P

3

P

2

P

1

R75

R20

R10

R80

Complete program

%62158 G71 *
N5

G30 G17 X+0 Y+0 Z-20 *

N10

G31 G90 X+100 Y+100 Z+0 *

N15

T13 G17 S2500 * ................................................. R20

N20

G00 G40 G90 Z+100 M03 * ...................................... CLEARANCE HEIGHT

N25

X-30 Y+30 * ............................................................ AUXILIARY POINT

N30

Z-5 * ...................................................................... DEPTH

N35

G01 G41 X+5 Y+30 F250 * ........................................ APPROACH STARTING POINT OF

N35

G26 R3 * ................................................................ CONTOUR TANGENTIALLY

N40

I+15 J+30 * ............................................................. CIRCLE CENTER

N45

G02 X+6,645 Y+35,495 *

N50

G06 X+55,505 Y+69,488 * ........................................ TANGENTIAL CIRCULAR PATH

N55

G05 X+58,995 Y+30,025 R-20 * ................................. CIRCULAR PATH WITH RADIUS;

DIRECTION OF ROTATION
PROGRAMMED LAST

N60

G06 X+19,732 Y+21,191 *

N65

G02 X+5 Y+30 *

N70

G27 R3 * ................................................................ DEPART TANGENTIALLY

N75

G01 G40 X-30 Y+30 *

N80

G00 Z+100 M30 *

N999999 %62158 G71 *

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