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Data Sheet for Angle Sensors
MEGATRON Elektronik GmbH & Co. KG ▪ Hermann-Oberth-Strasse 7 ▪ 85640 Putzbrunn / Munich
Tel.: +49 89 46094-0 ▪ www.megatron.de ▪ info@megatron.de
Date: 02/23/2022
Page: 2 of 7
Hall-Effect Singleturn Rotary Encoder with serial output Series ETS25
Specications are subject to change without notice
1.) According IEC 60393
2.) Determined by climatic conditions according to IEC 68-1, para. 5.3.1 without load collectives
Immunity
EN 61000-4-2 ESD Class B
EN 61000-4-3 RF sine wave Class A
EN 61000-4-6 Conducted sine wave Class A
EN 61000-4-8 Power frequency magnetic elds Class A
Relationship between anti rotation pin and effective electrical angle
Option anti rotation
pin A
Option 05SPI:
If shaft attening is facing antirotation pin A then output signal is 0% FS (FS=Fullscale).
Option anti rotation
pin B
Option 05SPI:
If shaft attening is facing antirotation pin B then output signal is 0% FS (FS=Fullscale).
For option 05SER no zero point alignment is available ex works.
10,3
+
0,03
0
2
+
0,10
0
9,5
±0,05
1,5
+
0,10
0
7,9
±0,05
PinB
PinA
Pattern of Drilling
90°
±5°
Pin B
90°
±5°
Pin A
View shows 0° position
for sensors with ant. rot Pin A
View shows 0° position
for sensors with ant. rot Pin B
D
E
F
C
1
2
3
4
B
A
3
2
1
5
C
D
4
6
7
8
A
B
Material Limitation according to 2011/65/EU (RoHS) and Regulation (EC) No.1907/2006 (REACH)
06
Title
Material
Scale:
Weight [g]
Format
DINA3
Sheet
of
Date
Name
Drw.
Chkd..
Name
Date
Index
2:1
01
ECI094/16
02
03
04
ECI096/16
ECI099/16
ECI001/17
ECI007/17
ECI010/17
05
06
1
2
see tab
ETX25 square
00.004.xx.MAZ
Leukert
Wißler
Surface
09.12.2016
26.01.2017
19.01.2017
09.01.2017
20.12.2016
16.12.2016
AL
AL
AL
AL
AL
AL
08.07.2015
08.07.2015
Die Weitergabe sowie Vervielfältigung dieser vertraulichen Unterlage(n), Verwertung und Mitteilung ihres Inhaltes ist
ohne unserer vorherige schriftliche Genehmigung nicht gestattet. Zuwiederhandlungen verpflichten zu Schadenersatz.
Alle Rechte für den Fall der Patenterteilung und Gebrauchsmustereintragung vorbehalten
The copying, use, distribution or disdosure of the confidentional and proprietary information contained in this document(s) is
strictly prohibited without prior written consent. Any breach shall subject the infringing party to remedies. The owner reserves all
rights in the event of the grant of a patent or the registration of autility model or design.
MEGATRON Elektronik GmbH & Co.KG
Hermann-Oberth-Str. 7
85640 Putzbrunn / München
Telefon: 089/46094-0 info@megatron.de / www.megatron.de
Drawing Number
Revision
Article Number
see tab
Do not scale
Solid Works
CAD-System
ISO E
Approved by
Project Number
ECI-Number
D
E
F
C
1
2
3
4
B
A
3
2
1
5
C
D
4
6
7
8
A
B
Material Limitation according to 2011/65/EU (RoHS) and Regulation (EC) No.1907/2006 (REACH)
06
Title
Material
Scale:
Weight [g]
Format
DINA3
Sheet
of
Date
Name
Drw.
Chkd..
Name
Date
Index
2:1
01
ECI094/16
02
03
04
ECI096/16
ECI099/16
ECI001/17
ECI007/17
ECI010/17
05
06
1
2
see tab
ETX25 square
00.004.xx.MAZ
Leukert
Wißler
Surface
09.12.2016
26.01.2017
19.01.2017
09.01.2017
20.12.2016
16.12.2016
AL
AL
AL
AL
AL
AL
08.07.2015
08.07.2015
Die Weitergabe sowie Vervielfältigung dieser vertraulichen Unterlage(n), Verwertung und Mitteilung ihres Inhaltes ist
ohne unserer vorherige schriftliche Genehmigung nicht gestattet. Zuwiederhandlungen verpflichten zu Schadenersatz.
Alle Rechte für den Fall der Patenterteilung und Gebrauchsmustereintragung vorbehalten
The copying, use, distribution or disdosure of the confidentional and proprietary information contained in this document(s) is
strictly prohibited without prior written consent. Any breach shall subject the infringing party to remedies. The owner reserves all
rights in the event of the grant of a patent or the registration of autility model or design.
MEGATRON Elektronik GmbH & Co.KG
Hermann-Oberth-Str. 7
85640 Putzbrunn / München
Telefon: 089/46094-0 info@megatron.de / www.megatron.de
Drawing Number
Revision
Article Number
Do not scale
Solid Works
CAD-System
ISO E
Approved by
Project Number
ECI-Number
D
E
F
C
1
2
3
4
B
A
3
2
1
5
C
D
4
6
7
8
A
B
Material Limitation according to 2011/65/EU (RoHS) and Regulation (EC) No.1907/2006 (REACH)
06
Title
Material
Scale:
Weight [g]
Format
DINA3
Sheet
of
Date
Name
Drw.
Chkd..
Name
Date
Index
2:1
01
ECI094/16
02
03
04
ECI096/16
ECI099/16
ECI001/17
ECI007/17
ECI010/17
05
06
1
2
see tab
ETX25 square
00.004.xx.MAZ
Leukert
Wißler
Surface
09.12.2016
26.01.2017
19.01.2017
09.01.2017
20.12.2016
16.12.2016
AL
AL
AL
AL
AL
AL
08.07.2015
08.07.2015
Die Weitergabe sowie Vervielfältigung dieser vertraulichen Unterlage(n), Verwertung und Mitteilung ihres Inhaltes ist
ohne unserer vorherige schriftliche Genehmigung nicht gestattet. Zuwiederhandlungen verpflichten zu Schadenersatz.
Alle Rechte für den Fall der Patenterteilung und Gebrauchsmustereintragung vorbehalten
The copying, use, distribution or disdosure of the confidentional and proprietary information contained in this document(s) is
strictly prohibited without prior written consent. Any breach shall subject the infringing party to remedies. The owner reserves all
rights in the event of the grant of a patent or the registration of autility model or design.
MEGATRON Elektronik GmbH & Co.KG
Hermann-Oberth-Str. 7
85640 Putzbrunn / München
Telefon: 089/46094-0 info@megatron.de / www.megatron.de
Drawing Number
Revision
Article Number
Do not scale
Solid Works
CAD-System
ISO E
Approved by
Project Number
ECI-Number
10,3
+
0,03
0
2
+
0,10
0
9,5
±0,05
1,5
+
0,10
0
7,9
±0,05
PinB
PinA
Pattern of Drilling
90°
±5°
Pin B
90°
±5°
Pin A
View shows 0° position
for sensors with ant. rot Pin A
View shows 0° position
for sensors with ant. rot Pin B
D
E
F
C
1
2
3
4
B
A
3
2
1
5
C
D
4
6
7
8
A
B
Material Limitation according to 2011/65/EU (RoHS) and Regulation (EC) No.1907/2006 (REACH)
06
Title
Material
Scale:
Weight [g]
Format
DINA3
Sheet
of
Date
Name
Drw.
Chkd..
Name
Date
Index
2:1
01
ECI094/16
02
03
04
ECI096/16
ECI099/16
ECI001/17
ECI007/17
ECI010/17
05
06
1
2
see tab
ETX25 square
00.004.xx.MAZ
Leukert
Wißler
Surface
09.12.2016
26.01.2017
19.01.2017
09.01.2017
20.12.2016
16.12.2016
AL
AL
AL
AL
AL
AL
08.07.2015
08.07.2015
Die Weitergabe sowie Vervielfältigung dieser vertraulichen Unterlage(n), Verwertung und Mitteilung ihres Inhaltes ist
ohne unserer vorherige schriftliche Genehmigung nicht gestattet. Zuwiederhandlungen verpflichten zu Schadenersatz.
Alle Rechte für den Fall der Patenterteilung und Gebrauchsmustereintragung vorbehalten
The copying, use, distribution or disdosure of the confidentional and proprietary information contained in this document(s) is
strictly prohibited without prior written consent. Any breach shall subject the infringing party to remedies. The owner reserves all
rights in the event of the grant of a patent or the registration of autility model or design.
MEGATRON Elektronik GmbH & Co.KG
Hermann-Oberth-Str. 7
85640 Putzbrunn / München
Telefon: 089/46094-0 info@megatron.de / www.megatron.de
Drawing Number
Revision
Article Number
see tab
Do not scale
Solid Works
CAD-System
ISO E
Approved by
Project Number
ECI-Number
D
E
F
C
1
2
3
4
B
A
3
2
1
5
C
D
4
6
7
8
A
B
Material Limitation according to 2011/65/EU (RoHS) and Regulation (EC) No.1907/2006 (REACH)
06
Title
Material
Scale:
Weight [g]
Format
DINA3
Sheet
of
Date
Name
Drw.
Chkd..
Name
Date
Index
2:1
01
ECI094/16
02
03
04
ECI096/16
ECI099/16
ECI001/17
ECI007/17
ECI010/17
05
06
1
2
see tab
ETX25 square
00.004.xx.MAZ
Leukert
Wißler
Surface
09.12.2016
26.01.2017
19.01.2017
09.01.2017
20.12.2016
16.12.2016
AL
AL
AL
AL
AL
AL
08.07.2015
08.07.2015
Die Weitergabe sowie Vervielfältigung dieser vertraulichen Unterlage(n), Verwertung und Mitteilung ihres Inhaltes ist
ohne unserer vorherige schriftliche Genehmigung nicht gestattet. Zuwiederhandlungen verpflichten zu Schadenersatz.
Alle Rechte für den Fall der Patenterteilung und Gebrauchsmustereintragung vorbehalten
The copying, use, distribution or disdosure of the confidentional and proprietary information contained in this document(s) is
strictly prohibited without prior written consent. Any breach shall subject the infringing party to remedies. The owner reserves all
rights in the event of the grant of a patent or the registration of autility model or design.
MEGATRON Elektronik GmbH & Co.KG
Hermann-Oberth-Str. 7
85640 Putzbrunn / München
Telefon: 089/46094-0 info@megatron.de / www.megatron.de
Drawing Number
Revision
Article Number
Do not scale
Solid Works
CAD-System
ISO E
Approved by
Project Number
ECI-Number
D
E
F
C
1
2
3
4
B
A
3
2
1
5
C
D
4
6
7
8
A
B
Material Limitation according to 2011/65/EU (RoHS) and Regulation (EC) No.1907/2006 (REACH)
06
Title
Material
Scale:
Weight [g]
Format
DINA3
Sheet
of
Date
Name
Drw.
Chkd..
Name
Date
Index
2:1
01
ECI094/16
02
03
04
ECI096/16
ECI099/16
ECI001/17
ECI007/17
ECI010/17
05
06
1
2
see tab
ETX25 square
00.004.xx.MAZ
Leukert
Wißler
Surface
09.12.2016
26.01.2017
19.01.2017
09.01.2017
20.12.2016
16.12.2016
AL
AL
AL
AL
AL
AL
08.07.2015
08.07.2015
Die Weitergabe sowie Vervielfältigung dieser vertraulichen Unterlage(n), Verwertung und Mitteilung ihres Inhaltes ist
ohne unserer vorherige schriftliche Genehmigung nicht gestattet. Zuwiederhandlungen verpflichten zu Schadenersatz.
Alle Rechte für den Fall der Patenterteilung und Gebrauchsmustereintragung vorbehalten
The copying, use, distribution or disdosure of the confidentional and proprietary information contained in this document(s) is
strictly prohibited without prior written consent. Any breach shall subject the infringing party to remedies. The owner reserves all
rights in the event of the grant of a patent or the registration of autility model or design.
MEGATRON Elektronik GmbH & Co.KG
Hermann-Oberth-Str. 7
85640 Putzbrunn / München
Telefon: 089/46094-0 info@megatron.de / www.megatron.de
Drawing Number
Revision
Article Number
Do not scale
Solid Works
CAD-System
ISO E
Approved by
Project Number
ECI-Number
Mechanical and Environmental Data
Max. radial load 1 N
Mass (product with option L) Approx. 26 g
Fastening parts included in delivery Hex nut (AF14) and tooth washer, if option D is ordered then an additional
O-Ring is part of delivery as sealing between mounting panel and rotary
encoder.
Fastening torque mounting nut ≤ 3 Nm
Material shaft Stainless steel
Material housing Plastic / Bronze