Vsion sinumerik 810m 820m.original .pdf



Nom original: Vsion-sinumerik-810m-820m.original.pdfTitre: Vision Sinumerik 810M / 820MAuteur: EMCO Maier GesmbH

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VISION

SINUMERIK 810M / 820M
Fräsen
Milling
Fraisage
Fresar
.
Ref. Nr.: VS 9971

Hersteller:
EMCO MAIER Gesellschaft m.b.H.- P.O.Box 131- A-5400 Hallein/Austria- Tel.(06245) 891-0 Fax (06245) 86965

TRAINING

industrial training systems

INHALTSVERZEICHNIS
Folie Nr.
1
2
3
4

810M / 820M

Thema

5

Steuerungslayout Sinumerik 810M
Steuerungslayout Sinumerik 820M
Bezugspunkte (M,A,W,R) und Koordinatensystem - Grundbild
Bezugspunkte am Werkzeugsystem (N,P); Darstellung
Referenzieren.
Bezugspunkte: Symbole und Kurzzeichen

6
7
8
9
10

G54 Einstellbare Nullpunktverschiebung (NPV)
G58 Programmierbare Nullpunktverschiebung
Kombinierte Nullpunktverschiebung
Koordinatensystem zu NPV-Darstellung
Werkzeugkorrektur-Daten

11
12
13
14
15
16
17

G00 Eilgang
G01 Linearinterpolation
G02 Kreisinterpolation im Uhrzeigersinn
G03 Kreisinterpolation im Gegenuhrzeigersinn
Kreisinterpolation mit Mittelpunktskoordinaten I, J, K
Einfügen von Radien "U" und Fasen "U-"
G04 Verweilzeit

18
19
20
21

G10
G11
G12
G13

22
23
24

G17, G18, G19 Ebenenanwahl
G25, G26 Arbeitsfeldbegrenzung
G33 Gewindeschneiden

25
26
27
28

G40, G41, G42 Fräserradiuskompensation
G50, G51 Maßstabsänderung
G09, G60, G64 Genauhalt, Bahnsteuerbetrieb
G63 Gewindebohren ohne Geber

Polarkoordinaten, Eilgang
Polarkoordinaten, Linearinterpolation
Polarkoordinaten, Kreisinterpolation im Uhrzeigersinn
Polarkoordinaten, Kreisinterpolation im Gegenuhrzeigersinn

TRAINING

industrial training systems

INHALTSVERZEICHNIS
Folie Nr.

810M / 820M

Thema

29
30
31
32

G81, G82 Zyklen Bohren, Zentrieren, Plansenken
G83 Zyklus Tieflochbohren
G84 Gewindebohren mit Geber
G85, G86 Zyklen Ausbohren

33

G90, G91 Absolut- / Inkrementalwertprogrammierung

34
35
36
37

G147, G148 Weiches Anfahren / Verlassen der Kontur mit Gerade
G247, G248 Weiches Anfahren / Verlassen der Kontur mit Viertelkreis
G347 Weiches Anfahren der Kontur mit Halbkreis
G348 Weiches Verlassen der Kontur mit Halbkreis

38

L.. P.. Unterprogrammtechnik

39
40
41
42
43
44
45

L900 Bohrbild Lochkreis
L901 Fräsbild Nut
L902 Fräsbild Langloch
L903 Zyklus Rechtecktasche
L904 Fräsbild Kreisnut
L905, L906 Bohrbilder Einzelloch, Lochreihe
L930 Zyklus Kreistasche

46
47
48
49
50
51
52

Konturzug
Konturzug
Konturzug
Konturzug
Konturzug
Konturzug
Konturzug

53

M53, M54, M56 Kontur Spiegeln

2 Winkel
2-Punkte
Kreis - Kreis
Gerade - Kreis, Kreis - Gerade
Kreis karthesisch, polar
Kreis
Gerade

TRAINING

industrial training systems

TABLE OF CONTENTS
Slide No.
1
2
3
4

810M / 820M

Subject

5

Layout Sinumerik 810M
Layout Sinumerik 810M
Reference points (M,A,W,R) and coordinate system
Reference points of toolsystem (N, P); approaching reference
point
Symbols and signs of reference points

6
7
8
9
10

G54 Settable zero offset
G58 Programmable zero offset
Combinations of zero offsets
Coordinate system to zero offset presentation
Tool offsets

11
12
13
14
15
16
17

G00 Rapid traverse
G01 Linear interpolation
G02 Circular interpolation, clockwise
G03 Circular interpolation, counter-clockwise
Circular interpolation with parameters I, J, K
Insertion of radii "U" and chamfers "U-"
G04 Dwell

18
19
20
21

G10
G11
G12
G13

22
23
24

G17, G18, G19 Plane selection
G25, G26 Working area limitation
G33 Thread cutting

25
26
27
28

G40, G41, G42 Cutter radius compensation (CRC)
G50, G51 Scale modification
G09, G60, G64 Precise stop, continuous path
G63 Tapping without encoder

Polar coordinates, rapid traverse
Polar coordinates, linear interpolation
Polar coordinates, circular interpolation clockwise
Polar coordinates, circular interpolation counterclockwise

TRAINING

industrial training systems

TABLE OF CONTENTS
Slide No.

810M / 820M

Subject

29
30
31
32

G81, G82 Cycles drilling, centering, spot facing
G83 Cycle deep-hole drilling
G84 Thread tapping with encoder
G85, G86 Cycles boring

33

G90, G91 Absolute / Incremental programming

34
35
36
37

G147, G148 Approach / leave contour with straight line
G247, G248 Approach / leave contour with quarter circle
G347 Approach contour with semicircle
G348 Leave contour with semicircle

38

L.. P.. Subroutine technics

39
40
41
42
43
44
45

L900 Circular drilling pattern
L901 Slot milling pattern
L902 Elongated hole milling pattern
L903 Cycle rectangular pocket
L904 Circular slot milling pattern
L905, L906 Drilling patterns single hole, row of holes
L930 Cycle circular pocket

46
47
48
49
50
51
52

Blueprint programming:
2-angle cycle
2-point cycle
Circle - circle
Line - circle, circle - line
Circle with radius, circle in polar coordinates
Circle with interpolation parameters
Straight line

53

M53, M54, M56 Mirroring contour

TRAINING

industrial training systems

TABLE DE MATIERES
Transparent
Nr.
1
2
3
4
5

Pupitre de commande Sinumerik 810M
Pupitre de commande Sinumerik 810M
Points de référence (M,A,W,R) et systéme de coordonnées
Points de référence d´outillage (N,P); accostage du point de
référence.
Symboles graphiques des points de référence

6
7
8
9
10

G54 Décalage d´origine réglable
G58 Décalage d´origine programmable
Combinaison décalage d´origine réglable et programmable
Systéme de coordonnées pour présenter la décalage d´origine
Correcteur d´outils

11
12
13
14
15
16
17

G00 Vitesse rapide
G01 Interpolation linéaire
G02 Interpolation circulaire en sens horaire
G03 Interpolation circulaire en sens antihoraire
Interpolation circulaire avec paramètres d´interpolation I, J, K
Inserrer des rayons "U" et chanfreins "U-"
G04 Temporisation

18
19
20

G10 Coordonnées polaires, vitesse rapide
G11 Coordonnées polaires, interpolation linéaire
G12 Coordonnées polaires, interpolation circulaire
en sens horaire
G13 Coordonnées polaires, interpolation circulaire
en sens antihoraire

21

810M / 820M

Thèmes

22
23
24

G17, G18, G19 Sélection du plan
G25, G26 Limitation de l´aire de travail
G33 Filetage

25
26
27
28

G40, G41, G42 Compensation du rayon d´outil
G50, G51 Changement d´échelle
G09, G60, G64 Arrêt précis fin / fonction en contournage
G63 Taraudage sans capteur

TRAINING

industrial training systems

TABLE DE MATIERES
Transparent
Nr.

810M / 820M

Thémes

29
30
31
32

G81, G82 Cycles de percage, lamage plan
G83 Cycle de percage profond
G84 Taraudage avec capteur
G85, G86 Cycles d´alésage

33

G90 Programmation en valeurs absolues / incrementielles

34
35
36
37

G147, G148 Accostage / retrait linéaire en douceur du contour
G247, G248 Accostage / retrait en douceur du contour selon
un quart de cercle
G347 Accostage en douceur du contour selon un demi-cercle
G348 Retrait en douceur du contour selon un demi-cercle

38

L.. P.. Technique des sous-programmes

39
40
41
42
43
44
45

L900 Image de percage "Trous sur circonference"
L901 Image de fraisage "Rainure"
L902 Image de fraisage "Trou oblong"
L903 Cycle de fraisage "Poche rectangulaire"
L904 Image de fraisage "Rainures sur cercle"
L905, L906 Images de fraisage "Trou unique"
"Rangee de trous"
L930 Cycle de fraisage "Poche circulaire"

46
47
48
49
50
51
52

Description des contours:
2 - angles
2 - points
Cercle - cercle
Droite - cercle, Cercle - droite
Cercle avec rayon, cercle en coordonnées polaires
Cercle
Droite

53

M53, M54, M56 Contour miroiter

TRAINING

industrial training systems

CONTENIDO
Hoja no.
1
2
3
4
5

Pupitre de mando Sinumerik 810M
Pupitre de mando Sinumerik 820M
Puntos de referencia (M,A,W,R) y sistema de coordenadas
Puntos de referencia en el sistema de herramientas (N, P);
acercarse al puntos de referencia R
Simbolos y abreviaturas para los puntos de referencia

6
7
8
9
10

G54 Decalaje del origen ajustable
G58 Decalaje del origen programado
Combinación de decalaje ajustable con programado
Sistema de coordenadas para representación de decalaje
Datos de corrección de herramienta

11
12
13
14
15
16
17

G00 Desplazamiento rápido
G01 Interpolación lineal
G02 Interpolación circular en sentido horario
G03 Interpolación circular en sentido antihorario
Interpolación circular con parámetros de interpolación I, J, K
Introducción de radios "U" y chaflanes "U-"
G04 Tiempo de parada

18
19
20

G10 Desplazamiento rápido en coordenadas polares
G11 Interpolación lineal en coordenadas polares
G12 Interpolación circular en sentido horario en coordenadas
polares
G13 Interpolación circular en sentido antihorario en
coordenadas polares

21

810M / 820M

Tema

22
23
24

G17, G18, G19 Selección de plano
G25, G26 Limitación del campo de trabajo
G33 Roscado

25
26
27
28

G40, G41, G42 Compensación del radio de corte
G50, G51 Cambio de escalas
G09, G60, G64 Parada precisa fina / servicio de contorneado
G63 Roscado sin emisor

TRAINING

industrial training systems

CONTENIDO
Hoja no.

810M / 820M

Tema

29
30
31
32

G81, G82 Ciclo de taladrado, taladrado avellanado
G83 Ciclo de taladrado profundo
G84 Taladrado roscado con captador
G85, G86 Ciclos de mandrinados

33

G90, G91 Introducción de cotas absolutas / incrementales

34
35
36
37

G147, G148 Positionar / abandonar perfil linea recta
G247, G248 Positionar / abandonar perfil con cuadrante
G347 Positionar perfil con semicirculo
G348 Abandonar perfil con semicirculo

38

L.. P.. Técnica de subprogramas

39
40
41
42
43
44
45

L900 Figura taladrado, circulo agujero
L901 Figura fresado, Ranura
L902 Figura fresado, Agujero rasgado
L903 Ciclo fresado, Caja rectangular
L904 Figura fresado, Ranura circular
L905, L906 Figuras taladrado, Agujero unico / filas agujero
L930 Ciclo fresado, Caja circular

46
47
48
49
50
51
52

Contorno 2 angulo
Contorno 2 puntos
Contorno arco - arco
Contornos recta - arco, arco - recta
Contorno circolo con radio / en coordenadas polares
Contorno arco / circulo con parámetros de interpolación
Contorno "recta"

53

M53, M54, M56 Reflejar contorno

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

8 1 0 M
S IE M E N S

S IN U M E R IK

8 1 0 M

/
%
X

1

I
J

F

+ /M

S

D

G

9
Z

Y
4

N

8

7

5

K

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U

2

3

0

a
4

6

T

R

L
P

.
H

=

A

-

+

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1 .n

>

>
1
1 0

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S in g le

P ie c e

+ Z

-X

- Y

+ Y

+ X
-Z

1 0 0
1 0 0 0

1 0 0 %

1 0 0 0 0

+ 4

6 0

7 0

8 0

4 0
A U X

1
8 1 0 M

/ 8 2 0 M

A U X

9 0

2 0

1 0
6

1 0 0

1 1 0
2
0

%

1 2 0

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

8 2 0 M
S IN U M E R IK

S IE M E N S

8 2 0 M
%

A
I

J

B

R

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C

K

D
L

T

M
V
=

F
X

L F

9

5

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1

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+ /-

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1 0 0 %

1 0 0 0 0

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6 0

7 0

8 0

4 0
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/ 8 2 0 M

2

A U X

2 0
1 0
6

9 0
1 0 0

1 1 0
2
0

%

1 2 0

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

+ Z

R

+ Y
A
-X
W
M
-Y
-Z

+ X

8 1 0 M

/ 8 2 0 M

3

4

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

M

M a s
M a c
O r ig
P u n

A

A n s c h la g -P u n k t
D e a d s to p p o in t
P o in t d á r r ê t d u p ié c e
P u n to d e to p e

W

W e r
W o r
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in
to

tü c k
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W e rk z e u
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P u n to d e
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N

P

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c h in e n
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p o rte s
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g s p u n k t
p o in t
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to m a d e h e r r a m ie n ta

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

+ Z

G 5 4

G 5 4

+ Y

(G 5 5 , G 5 6 , G 5 7 )
-X

W
M

-Y
-Z

+ X

S IN U M E R IK

S IE M E N S
J O G
S E T T IN G
Z E R O

D A T A Z E R O

O F F S E T

O F F S E T

Z E R O

X

X
Y

Y
Z

(G 5 4 )
O F F S E T A D D IT IV E

Z

G 5 5

G 5 6

G 5 7

>

>

G 5 4

N 0 0 0 5
8 1 0 M

/ 8 2 0 M

8 1 0 M

6

G 5 4

L F

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 5 8
G 5 9
+ Z

G 5 8

+ Y

(G 5 9 )

-X
W
M
-Y
-Z

+ X

N 0 0 0 5

8 1 0 M

/ 8 2 0 M

G 5 8

X ... Y ... Z ... L F

7

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 5 4

+

G 5 8

+ Z

+ Y

G 5 4

A
-X
W

G 5 8

M
-Y
-Z

+ X

8 1 0 M

/ 8 2 0 M

N 0 0 0 5

G 5 4

L F

N 0 0 1 0

G 5 8

X ... Y ... Z ... L F

8

+ Z

+ Y
-X

-Y
-Z

9

+ X

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

T 1
9

D 1

7

J O G

5

8

4

D 1

2 L 1 G e o m e try
3 L 2 G e o m e try
4 R a d iu s

9

3

2

1 0
1

N

............................
1 .....T y p e

.....................

.....
.....
.....
.....
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.....

N
+ L 1

1 0

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2 0
P
R

3 0

P

N

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3 0
P
N
P

+ L 1

R
+ L 2

8 1 0 M

/ 8 2 0 M

1 0

R

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 0 0
1 0
0 ,4

5 0
2

4 0
1 ,6

+ Z
-X

+ X

-Y

N 1 2 3 4
N 1 2 3 4

8 1 0 M

/ 8 2 0 M

-Z
6

0 ,1

4 0
1 ,6

3

2

5 0

G 0 0

+ Y

G 0 0
G 0 0

X 2 5

Y 3 1

Z -3

X 1

Y 1 .2

1 1

L F

Z -0 .1

m m
L F

in c h

0 ,2

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 0 1

+ Z

+ Y

-X
+ X

-Y

-Z

1
G 0

N 1 2 3 4
N 1 2 3 4

8 1 0 M

/ 8 2 0 M

G 0 1
G 0 1

X 2 5

Y -2 5

L F

m m

X 1

Y -1

L F

in c h

1 2

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 0 2

R 1 0
R 0 ,4
P 1

G 0 2

N 1 2 3 4
N 1 2 3 4

8 1 0 M

/ 8 2 0 M

G 0 2
G 0 2

X ... Y ... U 1 0

L F

X ... Y ... U 0 .4

1 3

m m
L F

in c h

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 0 3

R 1 0
R 0 ,4
P 1

G 0 3

N 1 2 3 4
N 1 2 3 4

8 1 0 M

/ 8 2 0 M

G 0 3
G 0 3

X ... Y ... U 1 0

L F

X ... Y ... U 0 .4

1 4

m m
L F

in c h

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

Z
K

G 0 2
J

Y

G 0 3
I

X

Y

P 0
P 2

J

G 0 2
P 1
I
N 1 2 3 4

G 0 2

X

X -... Y ... I... J ... L F

Y

P 2

G 0 3

P 1
- J

P 0
- I

X
N 1 2 3 4

8 1 0 M

/ 8 2 0 M

G 0 3

X -... Y ... I-... J -... L F

1 5

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

U

G 0 1

U

G 0 1

N 0 0 4 2

G 0 1

X ...

Y ...

U ... L F

N 0 0 4 3

G 0 1

X ...

Y ... L F

U -..

U -..

G 0 1

G 0 1

8 1 0 M

/ 8 2 0 M

U -

N 0 0 4 2

G 0 1

X ...

Y ...

N 0 0 4 3

G 0 1

X ...

Y ... L F

1 6

U -... L F

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 0 4

8 1 0 M

/ 8 2 0 M

N 1 2 3 4

G 0 4

X ... L F

N 1 2 3 4

G 0 4

S ... L F

1 7

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 1 0

G 1 0
P 0

U
A

N 1 2 3 4

8 1 0 M

/ 8 2 0 M

G 1 0

P 1

X ... Y ... (P 0 ) U ... A ... (P 1 ) L F

1 8

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 1 1
A

P 3
P 2
U

8 1 0 M

/ 8 2 0 M

A
P 1

N 0 1 0 0

G 1 1

X ... Y ... (P 1 ) U ... A ... (P 2 ) L F

N 0 1 0 5

G 1 1

A ... (P 3 ) L F

N 0 1 1 0

G 1 1

A ...

1 9

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 1 2

P 1
A
U
P 0

8 1 0 M

/ 8 2 0 M

P 2
A

N 0 1 0 0

G 1 0

X ... Y ... (P 0 ) U ... A ... (P 1 ) L F

N 0 1 0 5

G 1 2

A ... (P 2 ) L F

2 0

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 1 3

A
P 2
U
P 0

8 1 0 M

/ 8 2 0 M

A

P 1

N 0 1 0 0

G 1 0

X ... Y ... (P 0 ) U ... A ... (P 1 ) L F

N 0 1 0 5

G 1 3

A ... (P 2 ) L F

2 1

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 1 7
G 1 8
+ Y

+ Z

G 1 9

-X

G 1
7 (X
-Y )

-Y

G 1
8 (X
-Z )

Z )
Y
9 (
1
G
+ X

-Z

8 1 0 M

/ 8 2 0 M

2 2

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 2 5

G 2 5 Z

G 2 6 Z

G 2 6

G 2
5 X
G 2
6 X

5 Y
G 2

8 1 0 M

/ 8 2 0 M

2 3

6 Y
2
G

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 3 3

K

G 3 3

G 3 3

Z

M 0 3

8 1 0 M

/ 8 2 0 M

N 0 1 0 0

G 3 3

Z -... K ... M 0 3

N 0 1 0 5

G 3 3

Z ... K ... M 0 4

2 4

L F
L F

M 0 4

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 4 0
P 2

G 4 0

P 1

P 3

P 4

G 4 1
P 2

P 1

G 4 1

P 3

P 4

G 4 2
P 4
P 1

G 4 2
P 2

8 1 0 M

/ 8 2 0 M

2 5

P 3

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G G 5 05 0
N 0 0
N 0 0
N 0 0
N 0 0
N 0 0
N 0 0

0 5 G 5
1 0 G 5
1 5 G 5
2 0 ...
7 5 G 5
8 0 M 3

G 5 1

4 L F
1 X ... Y ... P 0 .7 5 L F
8 X ... Y ... L F
0 L F
0 L F

N 0 0 0 5 G 5 4 L F
N 0 0 1 0 G 5 8 X ... Y ... L F
N 0 0 1 5 ...
N 0 0 7 5 ...
N 0 0 8 0 M 3 0 L F

N 0 0
N 0 0
N 0 0
N 0 0
N 0 0
N 0 0

8 1 0 M

/ 8 2 0 M

2 6

0 5 G 5
1 0 G 5
1 5 G 5
2 0 ...
7 5 G 5
8 0 M 3

4 L F
1 X ... Y ... P 1 .5 L F
8 X ... Y ... L F
0 L F
0 L F

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 0 9
G 0 9
G 6 0

G 6 0
P

G 6 4

G 6 4
G 0 9 / G 6 0

G 6 4

8 1 0 M

/ 8 2 0 M

2 7

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 6 3
G 6 4
F

G 6 3

G 6 3

Z

M 0 3

8 1 0 M

/ 8 2 0 M

N 0 0 6 0

G 6 3

G 0 1

Z -... F ... M 0 3

N 0 0 6 5

Z ... F ... M 0 4

N 0 0 7 0

G 6 4

L F

2 8

L F

L F

M 0 4

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 8 1
R 2

R 1 0

L 8 1

R 3

N 0 1 0 0
N 0 1 0 5

G 8 1
G 8 0

R 2 = ... R 3 = ... R 1 0 = ... L F
L F

N 0 1 0 0

L 8 1

P 1

R 2 = ... R 3 = ... R 1 0 = ... L F

G 8 2
R 2

R 1 0
R 3

R 4

8 1 0 M

/ 8 2 0 M

N 0 1 0 0
N 0 1 0 5

G 8 2
G 8 0

R 2 = ... R 3 = ... R 4 = ... R 1 0 = ... L F
L F

N 0 1 0 0

L 8 2

P 1

R 2 = ... R 3 = ... R 4 = ... R 1 0 = ... L F
2 9

L 8 2

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 8 3
L 8 3
R 0

R 1 0

R 2
R 1

R 3

R 1 -R 5
R 1 -R 5 -R 5
R 5 /2
R 4
G 0 0
G 0 1

N 0 1 0 0
N 0 1 0 5

G 8 3
G 8 0

R 0 = ... R 1 = ... R 2 = ... R 3 = ... R 4 = ... R 5 = ... R 1 0 = ... L F
L F

N 0 1 0 0

L 8 3

P 1

8 1 0 M

/ 8 2 0 M

R 0 = ... R 1 = ... R 2 = ... R 3 = ... R 4 = ... R 5 = ... R 1 0 = ... L F

3 0

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 8 4
L 8 4
R 9
G 0 0
R 1 0

R 2
R 3

R 6

8 1 0 M

N 0 1 0 0
N 0 1 0 5

G 8 4
G 8 0

R 2 = ... R 3 = ... R 6 = 3
L F

N 0 1 0 0

L 8 4

P 1

/ 8 2 0 M

R 7 = 4

R 2 = ... R 3 = ... R 6 = 3

3 1

R 7

R 9 = ... R 1 0 = ... L F

R 7 = 4

R 9 = ... R 1 0 = ... L F

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 8 5
R 1 0

L 8 5

R 2
R 1 6

R 3

R 1 7

R 4
N 0 1 0 0
N 0 1 0 5

G 8 5
G 8 0

R 2 = ... R 3 = ... R 4 = ... R 1 0 = ... R 1 6 = ... R 1 7 = ... L F
L F

N 0 1 0 0

L 8 5

P 1

R 2 = ... R 3 = ... R 4 = ... R 1 0 = ... R 1 6 = ... R 1 7 = ... L F

G 8 6

R 7

R 1 0

L 8 6

R 2

R 3
R 1 3
R 1 2

R 4

8 1 0 M

M 1 9

N 0 1 0 0
N 0 1 0 5

G 8 6
G 8 0

R 2 = .. R 3 = .. R 4 = .. R 7 = .. R 1 0 = .. R 1 2 = .. R 1 3 = .. L F
L F

N 0 1 0 0

L 8 6

P 1

/ 8 2 0 M

R 2 = .. R 3 = .. R 4 = .. R 7 = .. R 1 0 = .. R 1 2 = .. R 1 3 = .. L F
3 2

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

5 0

3 0
1 ,2

P 2

3 0
2

1 ,2

5 0
2

P 3

P 1

5
0 ,2

P 4
N 0 1
N 0 1
N 0 1
N 0 1
N 0 1

0 0 G
0 5 X
1 0 X
1 5 X
2 0 X

0 1 X -2 5 Y -2 5
-2 5 Y 2 5 L F
2 5 Y 2 5 L F
2 5 Y -2 5 L F
-2 5 Y -2 5 L F

G 9 0

N 0 1
N 0 1
N 0 1
N 0 1
N 0 1

Z -5 L F
m m

0 0
0 5
1 0
1 5
2 0

G 0 1 X -1 Y -1
X -1 Y 1 L F
X 1 Y 1 L F
X 1 Y -1 L F
X -1 Y -1 L F

Z -0 .2 L F
In c h

G 9 1
5 0

3 0
1 ,2

3 0
1 ,2

P 1

P 3
5

3 0
1 ,2

N 0 1
N 0 1
N 0 1
N 0 1
N 0 1
8 1 0 M

0 0 G
0 5 X
1 0 X
1 5 X
2 0 X

/ 8 2 0 M

0 1
0
5 0
0
-5

X 3 0 Y 3 0
Y 5 0 L F
Y 0 L F
Y -5 0 L F
0 Y 0 L F

2

P 2
2

Z -3 0

5 0

0 ,2

P 4
N 0 1
N 0 1
N 0 1
N 0 1
N 0 1

L F
m m

3 3

0 0 G
0 5 X
1 0 X
1 5 X
2 0 X

0 1 X
0 Y
2 Y
0 Y
-2 Y

1 .2
0

2

L F

L F
-2 L F
0 L F

Y 1 .2

Z -1 .2 L F
In c h

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 1 4 7
G 1 4 8

G 1 4 8

G 1 4 7
P 1

P 4
P 2

U

N 0 1
N 0 1
N 0 1
N 0 1

8 1 0 M

/ 8 2 0 M

0 0
0 5
1 0
1 5

G 0 0 G 4 2
G 1 4 7 X ...
G 0 3 X ... Y
G 1 4 8 X ...

P 3

X ... Y ... L F
Y ... Z ... U ... L F
... I... J ... L F
Y .... U ... L F

3 4

U

(P
(P
(P
(P

1 )
2 )
3 )
4 )

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 2 4 7
G 2 4 7
P 4
U

P 2
P 3

P 1

N 0 1 0 0 G 0 0 G 4 2 X ... Y ... L F
N 0 1 0 5 G 2 4 7 X ... Y ... U ... L F
N 0 1 1 0 G 0 1 X ... Y ... L F

(P 1 )
(P 2 )
(P 3 )

GG 22 44 88
P 5
P 6

P 4
U

P 7

G 2 4 8
P 8

N 0 1 3 0 G 0 1 X ... Y ... L F
(P 7 )
N 0 1 3 5 G 2 4 8 X ... Y ... U ... L F (P 8 )

8 1 0 M

/ 8 2 0 M

3 5

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 3 4 7

P 2

U

P 3
P 1

N 0 1 0 0
N 0 1 0 5
N 0 1 1 0

8 1 0 M

/ 8 2 0 M

G 0 1 G 4 1 X ... Y ... L F
G 3 4 7 X ... Y ... U ... L F
G 0 3 X ... Y ... I... J ... L F

3 6

(P 1 )
(P 2 )
(P 3 )

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

G 3 4 8

P 1

U
P 2

N 0 0 7 5
N 0 0 8 0

8 1 0 M

/ 8 2 0 M

G 0 3 X ... Y ... I... J ... L F
G 3 4 8 X ... Y .... U ... L F

3 7

(P 1 )
(P 2 )

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

L ..
% 1 2 3 4

L 8 0

L 8 0

P 4

M 3 0
M 1 7

% 1 2 3 4

L 8 0

M 3 0

P 1

L 8 0
L 8 1

P 3

L 8 1

M 1 7
M 1 7

8 1 0 M

/ 8 2 0 M

3 8

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

L 9 0 0

3

R 2
2

N 0 1 0 0

8 1 0 M

/ 8 2 0 M

R 2 6
2

3
R 2

4

1

4
R 2

R 2 5

5 = R 2 7

R 2 2 = ... R 2 3 = ... R 2 4 = ... R 2 5 = ... R 2 6 = ... R 2 7 = ... R 2 8 = ... L F
L 9 0 0 P 1 L F

3 9

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

L 9 0 1
2
R 1

3
R 2

3

R 1
3

R 2 6
2
1

R 2 4

R 2 5

4

R 2
2

5 = R 2 7

F = R 1 6

G 0 0
G 0 1

R 2
R 3

N 0 1 0 5

8 1 0 M

/ 8 2 0 M

1 m m

F = R 1 5

R 1

R 1 = ... R 2 = ... R 3 = ... R 1 2 = ... R 1 3 = ... R 1 5 = ... R 1 6 = ... R 2 2 = ...
R 2 3 = ... R 2 4 = ... R 2 5 = ... R 2 6 = ... R 2 7 = ... L 9 0 1 P 1 L F

4 0

T R A IN IN G

in d u s tr ia l tr a in in g s y s te m s

L 9 0 2
3
R 2

R 1
3
3

R 2 6
2
1

R 2 4

R 2 5

4

R 2
2

5 = R 2 7

F = R 1 6

G 0 0
G 0 1

R 2
R 3

N 0 1 0 5

8 1 0 M

/ 8 2 0 M

1 m m

F = R 1 5

R 1

R 1 = ... R 2 = ... R 3 = ... R 1 3 = ... R 1 5 = ... R 1 6 = ... R 2 2 = ... R 2 3 = ...
R 2 4 = ... R 2 5 = ... R 2 6 = ... R 2 7 = ... L 9 0 2 P 1 L F

4 1


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