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)
E2E
28
Pre-wired Models (Shielded) Pre-wired Models (Unshielded)
30 7
8
26
3
M8 × 1
13
15 dia.
*1
Indicators *2
Two clamping nuts
Toothed washer
*1. 4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
Robotics Cable Models:
4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
Models with Highly Oil-resistant Cables:
4-dia. polyurethane-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator
diameter: 1.3 mm), Standard length: 2 m
The cable can be extended up to 200 m (separate metal conduit).
*2. D1 Models: Operation indicator (red) and setting indicator (green), D2/E/F Models: Operation indicator (red)
Diagram 1 E2E-X2D@
E2E-X1R5E@/F@
30 7
8
26
13 63
15 dia.
M8 × 1
6.1 dia.
*1
Indicators *2
Two clamping nuts
Toothed washer
*1. 4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
Robotics Cable Models:
4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
The cable can be extended up to 200 m (separate metal conduit).
*2. D1 Models: Operation indicator (red) and setting indicator (green), D2/E/F Models: Operation indicator (red)
Diagram 2 E2E-X4MD@
E2E-X2ME@/F@
Diagram 3 E2E-X1R5Y@
15 dia.
3
13
36
8
7
40
M8 × 1
*
Toothed
washer
Two clamping nuts
Operation indicator (red)
4-dia. vinyl-insulated round cable with 2 conductors
(Conductor cross section: 0.3 mm2, Insulator
diameter: 1.3 mm), Standard length: 2 m
The cable can be extended up to 200 m (separate
metal conduit).
Diagram 4 E2E-X2MY@
40 7
8
36
13 63
15 dia.
M8 × 1
6.1 dia.
*
Operation indicator (red)
Two clamping nuts
Toothed
washer
4-dia. vinyl-insulated round cable with 2 conductors
(Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
The cable can be extended up to 200 m (separate
metal conduit).
38 9
10
33
17 4
21 dia.
*1
M12 × 1
Indicators * 2
Two clamping nuts
Toothed washer
*1. 4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
Robotics Cable Models:
4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
Models with Highly Oil-resistant Cables:
4-dia. polyurethane-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator
diameter: 1.3 mm), Standard length: 2 m
The cable can be extended (separate metal conduit) up to 200 m for the control output and up to 100 m for
the diagnostic output.
*2. D1 Models: Operation indicator (red) and setting indicator (green), D2/E/F Models: Operation indicator (red)
Diagram 5 E2E-X3D@
E2E-X2E@/F@
Diagram 6 E2E-X8MD@
E2E-X5ME@/F@
38 9
10
33
17 74
9 dia.
21 dia.
M12 × 1
*1
Indicators *2
Two clamping nuts
Toothed washer
*1. 4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.3 mm), Standard length: 2 m
Robotics Cable Models:
4-dia. vinyl-insulated round cable with 2 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
4-dia. vinyl-insulated round cable with 3 conductors (Conductor cross section: 0.3 mm2, Insulator diameter:
1.27 mm), Standard length: 2 m
The cable can be extended (separate metal conduit) up to 200 m for the control output and up to 100 m for
the diagnostic output.
*2. D1 Models: Operation indicator (red) and setting indicator (green), D2/E/F Models: Operation indicator (red)
Diagram 7 E2E-X2Y@
43 9
10
38
17 4
21 dia.
M12 × 1
*
Operation indicator (red)
Two clamping nuts
Toothed
washer
4-dia. vinyl-insulated round cable with 2
conductors (Conductor cross section: 0.3 mm2,
Insulator diameter: 1.3 mm), Standard length: 2 m
The cable can be extended up to 200 m (separate
metal conduit).
Diagram 8 E2E-X5MY@
43 9
10
38
17 74
21 dia.
M12 × 1
9 dia.
*
Operation indicator (red)
Two clamping nuts
Toothed
washer
4-dia. vinyl-insulated round cable with 2
conductors (Conductor cross section: 0.3 mm2,
Insulator diameter: 1.3 mm), Standard length: 2 m
The cable can be extended up to 200 m
(separate metal conduit).
Mounting Hole Dimensions
Dimension M8 M12
F (mm) 8.5 dia. 12.5 dia.
+0.5
0+0.5
0