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3 cont our appr oac h and depar tur e – HEIDENHAIN TNC 320 (340 551-01) User Manual

Page 122

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122

–˜pV"hhamV9˜pV"hhamV˜ pm›p¤’

6.3 Cont

our Appr

oac

h

and Depar

tur

e

Approaching on a circular path with tangential
connection: APPR CT

^F˜›ppd˜hp¦F’˜pm˜"˜’›"aV^›˜damF˜Oph˜›^F˜’›"›amV˜zpam›˜

˜›p˜"m˜

"¤¨ada"©˜zpam›˜

˜›˜›^Fm˜hp¦F’˜›p˜›^F˜Oa’›˜4pm›p¤˜zpam›˜ ˜Opddp§amV˜

"˜4a4¤d"˜"4˜›^"›˜a’˜›"mVFm›a"d˜›p˜›^F˜Oa’›˜4pm›p¤˜FdFhFm›˜
^F˜"4˜Oph˜

˜›p˜ ˜a’˜=F›FhamF=˜›^p¤V^˜›^F˜"=a¤’˜˜"m=˜›^F˜

4Fm›F˜"mVdF˜

˜^F˜=aF4›apm˜pO˜p›"›apm˜pO˜›^F˜4a4¤d"˜"4˜a’˜

"¤›ph"›a4"dd©˜=Fa¦F=˜Oph˜›^F˜›ppd˜z"›^˜Op˜›^F˜Oa’›˜4pm›p¤˜FdFhFm›˜

8

’F˜"m©˜z"›^˜O¤m4›apm˜›p˜"zzp"4^˜›^F˜’›"›amV˜zpam›˜



8

ma›a"›F˜›^F˜=a"dpV˜§a›^˜›^F˜ —

˜cF©˜"m=˜ ˜ ˜’pO›˜cF©9

8

pp=am"›F’˜pO˜›^F˜Oa’›˜4pm›p¤˜zpam›˜

8

"=a¤’˜˜pO˜›^F˜4a4¤d"˜"4

„

O˜›^F˜›ppd˜’^p¤d=˜"zzp"4^˜›^F˜§pczaF4F˜am˜›^F˜

=aF4›apm˜=FOamF=˜*©˜›^F˜"=a¤’˜4phzFm’"›apm9˜ m›F˜

˜"’˜"˜zp’a›a¦F˜¦"d¤F

„

O˜›^F˜›ppd˜’^p¤d=˜"zzp"4^˜›^F˜§pczaF4F˜pzzp’a›F˜

›p˜›^F˜"=a¤’˜4phzFm’"›apm9˜

m›F˜˜"’˜"˜mFV"›a¦F˜¦"d¤F

8

Fm›F˜"mVdF˜

˜pO˜›^F˜"4

„

˜4"m˜*F˜Fm›FF=˜pmd©˜"’˜"˜zp’a›a¦F˜¦"d¤F

„

"¨ah¤h˜amz¤›˜¦"d¤F˜–¬@

8

"=a¤’˜4phzFm’"›apm˜—˜Op˜h"4^amamV

Example NC blocks

Approaching on a circular arc with tangential
connection from a straight line to the contour:
APPR LCT

^F˜›ppd˜hp¦F’˜pm˜"˜’›"aV^›˜damF˜Oph˜›^F˜’›"›amV˜zpam›˜

˜›p˜"m˜

"¤¨ada"©˜zpam›˜

˜›˜›^Fm˜hp¦F’˜›p˜›^F˜Oa’›˜4pm›p¤˜zpam›˜ ˜pm˜"˜

4a4¤d"˜"4˜^F˜OFF=˜"›F˜zpV"hhF=˜am˜›^F˜ ˜*dp4c˜a’˜am˜FOOF4›
^F˜"4˜a’˜4pmmF4›F=˜›"mVFm›a"dd©˜*p›^˜›p˜›^F˜damF˜

˜J˜

˜"’˜§Fdd˜"’˜›p˜

›^F˜Oa’›˜4pm›p¤˜FdFhFm›˜m4F˜›^F’F˜damF’˜"F˜cmp§m:˜›^F˜"=a¤’˜›^Fm˜

’¤OOa4F’˜›p˜4phzdF›Fd©˜=FOamF˜›^F˜›ppd˜z"›^

8

’F˜"m©˜z"›^˜O¤m4›apm˜›p˜"zzp"4^˜›^F˜’›"›amV˜zpam›˜



8

ma›a"›F˜›^F˜=a"dpV˜§a›^˜›^F˜ —

˜cF©˜"m=˜ ˜ ˜’pO›˜cF©9

8

pp=am"›F’˜pO˜›^F˜Oa’›˜4pm›p¤˜zpam›˜

8

"=a¤’˜˜pO˜›^F˜4a4¤d"˜"4˜ m›F˜˜"’˜"˜zp’a›a¦F˜¦"d¤F

8

"=a¤’˜4phzFm’"›apm˜—˜Op˜h"4^amamV

X

Y

10

20

P

A

RR

P

S

R0

P

H

RR

RR

40

10

CCA=
180°

R10

35

20

7 L X+40 Y+10 RO FMAX M3

zzp"4^˜

˜§a›^p¤›˜"=a¤’˜4phzFm’"›apm

8 APPR CT X+10 Y+20 Z-10 CCA180 R+10 RR F100

˜§a›^˜"=a¤’˜4phz˜:˜"=a¤’˜Ks¬

9 L X+20 Y+35

m=˜zpam›˜pO˜›^F˜Oa’›˜4pm›p¤˜FdFhFm›

10 L ...

F¨›˜4pm›p¤˜FdFhFm›

X

Y

10

20

P

A

RR

P

S

R0

P

H

RR

RR

40

10

R10

35

20