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lvVs5DBI4OCqyYwTnPscHGataj440jTtTutNKX1ze2oVpobS0kmZFKhgx2jgYI5oA6n7RL/AHv0FH2iX+9+grm7jxlosOmaffxzS3SaiM2cVrC0ks+Bk7UAzwOucY71ja/43SXwVq2oaJLPbX9hLDFLFc25SSFmkQYZHHdWODQB3v2iX+9+go+0S/3v0FV5pY4IZJpWCRxqWZj0AAyTXK6W2ueJfCsWpQavJpc19N9qgK20cvl25BCJhhg5XaxPXJPagDsvtEv979BR9ol/vfoK8z0S58UXfjxrCDxM+paTp2RqUz2UMamUjiFCoyWHVjnjp1rp/DmqXE99q+j30nmXmm3AAlIAMkMg3xMccZxlTjuhPegDpftEv979BR9ol/vfoKx21/Tku9TtXmKS6ZCs9zuUgLGykhge4wrdPSq9t4s0i803Sr+Cdng1WYQ2mEOXbDHkdsbWznpigDoPtEv979BR9ol/vfoK8/03xHeXGo+D4odVN9a6it6bidrZYjN5Y+X5f4cHI464rY8B6rea34K07UdQlEt1MrmRwoXOHYDgADoBQB1H2iX+9+go+0S/3v0Fec6V8Q4LafXotYe8lFjqk8RlgsmeO2gBATzGRcAfe5OTxk10uqeLNL0uS1hJuLy5uo/Nht7GFp5Hj/v4XovI5NAHQ/aJf736Cj7RL/e/QVl6RrFjrunre6fMZIixRgylWRwcMrKcFWB6g1Q1bxfpmkagdPaO8u7xYxLJDZWrztEh6M+0fKPrzQB0f2iX+9+go+0S/wB79BWDb+KdHvDpH2a7Ey6tvFoyKcOUUswP90gA8HuMVm+KfGUOjaRr7WSPNqOlW6SNH5LMqmQMUJx/D8pye1AHYfaJf736Cj7RL/e/QVyH/Cd6ZBFp8VxFf/b72386K1WykMrgHBwmMjuee3NXIfGOjT6db3qTyeXPepYbGiZXjnZtoR1Iypyec0AdH9ol/vfoKPtEv979BWFqfiKz026msiJpL2Oye9EUcTOWjVgpxjqckcVX8E6/N4l8J2Op3ELxXEsYMoMLRqWwCSmeq88Hn60AdL9ol/vfoKPtEv8Ae/QVFRQBL9ol/vfoKPtEv979BUVFAEv2iX+9+go+0S/3v0FRUUAS/aJf736Cj7RL/e/QVFRQBL9ol/vfoKPtEv8Ae/QVFRQBL9ol/vfoKPtEv979BUVFAEv2iX+9+go+0S/3v0FRUUAS/aJf736Cj7RL/e/QVFRQBL9ol/vfoKPtEv8Ae/QVFRQBL9ol/vfoKPtEv979BUVFAEv2iX+9+go+0S/3v0FRUUAS/aJf736Cj7RL/e/QVFRQBL9ol/vfoKPtEv8Ae/QVFRQBPYsWe6J6mUf+gLVuqdh1uf8ArqP/AEBauUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigClqHW2/67f8AsjVz/i/Qm8S+EtS0hJBHJcxYjc9A4IZc+2QK6DUOtt/12/8AZGqKgRxcXjm7jsRDdeF9b/tpV2tax2jNG8nqsw+TZn+LPTtXMSWNz4Pk8Dfb7WS8vPtt7c3UVqnmMHkjdm2Afe2hu3J28c4r1usuSx03Wr3TNXSZZ2sJJWt5IZAybmUxuDjrjkexFAHB6pY3/iWLxlq9lp15FBdaQtjaRTQtHJdOu9iwRsMPvBRkc066sL3xNfh7SyvbZLrwrdWSyXVu8WyYyIoVsjgnBPuORxXp1UL/AFvSdKdE1HVLKzZxlFuLhIyw9RuIzQB59eXV14h8K6P4Xt9C1K11GOW1W4M1q0cVoIWUswkI2sMKQu0nOa19I066j0zx0slnMr3WoXLQhoiDMpgQArx8wJyBjvmuwstQstSg8+wvLe6hzjzIJVdc+mQas0AYvg+Ca18EaDbzxPFPFp1ukkcilWRhGoIIPIIPavJ9bi13WfBGo2t1D4kk1xt+/SrayMNnCA+eCEAkGBkfMxY9q9yooA5TRLWdfiF4mvZLWZIJ7axEMrxlQ+Fk3AEjkjIyO3Ga5GztL/SfC3hG6n0rUGFhrN1LcQxWrvKiO9wFbYBnHzKenQivWaKAOW8G2lza3fihri3lhWfWpZYjIhXzEMUQDLnqMgjI9DTdIsbhPiH4qupLeWOGe2skhnKEK+Fk3BW6HGRnHTiurooA8lge+s/hnN4GbQdRk1nyZbJAtqxt33McTebjYF53cnOeMVqyQ6nonizUI4NPuLye40CKC0m8hmgkniWU7ZG6Lk46kZz716LRQB4xLFqWpQ+Gpf8AiqL67t9Ss576KeyMFvahXG4LGEUNjtjdgZORV7xDaX7WXxE0qPS9QknvilzatHau0cy7IlwrAYLZB+XrwfSvWaKAODS7l8KeNPEF3fabqFxa6qIJra4s7V5+Uj2GJggJU5GRng561k6JoOqW+peFLm606aISarqN9LDs3C0SWOQorkcL1H4nHWvUqKAOW0a0uIviJ4pupLeVLee3sRFKyEJIVWXdtPQ4yM46ZFdTRRQBDN/rbf8A66H/ANBas/xRDLceEtZhhjeSWSxnRERSzMxjYAADqSa0Jv8AW2//AF0P/oLVNQB5/p+nXyaj8OWezuFW00qaO5JiYCFjBEAr8fKcgjB9DW345to7rw6Em0u71CJbiN3WykKTwgN/rY8cll64HXmulooA8imj1y98PeKrG0fWtU0ltLK20mpWZS5ack/ImVV5BjuR16V1muWNzJqPgpobWZktrzMxSMkRL5DjLY+6M4HNdjRQB4nrKa3q/hTWLS7i8RtrLecBpVnZmKzRdxIIcIBICvP3yWJxg13enWl1/wALFS8a1nS2Ph6GLzXiYKH85iUJI+8AQcda7GigDj/hj58Hgaw066sru0urFTBMlzA0eWBJypP3hz1HFYev6XqE0fxKEVhdP9st7cW22Fj55EABCcfNg8cd69MooA811KfUk8RyW18+uWOnizgFqdHsi7XT4O9ZJAjFSp4AJUY5zWTYWWp6b4K8Py3Okan5mneJJLm5gELSzLGTN82By4+dfmGQc5r2CigDyrXtJ1HVbnx7pNvY3izarFbXFnK0LLFKI4owyb+gYlSuDUmn2qavreiBYfF1w9rcC5lGpkwxWbKp6kxgOeduFPIJORXqNFAHmaaTfj4Q+JLL+z7n7XPLfNHB5LeZJulYqQuMnIxj1qHxDpOpTnxd5Wn3cnn+HreGHbCx8yQeZlF45YZHA55r1KigDjtbsbmTUvBLQ2srJbXZMxSMkRL9ncZbH3RnA5ri9Rurvw/8JtX8MXeiahJcwRXCfalhzbSIzswm83p0bOPvZGMV7LXKP8PdHkZ4jNqH9nSTGd9NF032ZmLbjlPQtztzjPagDaVGPhwIFJc2mAoHJOzpXmkWmi18P+FDqOn6/p88GliL+09LEhmgfjMMsSqTtPXJB5GOK9cooA5vwNLrE3h4trQlMv2iQQPPCIZZId3yNIg+6xHUfSsSeDWbTUPiFd6fpzTXEyW7WazREpOVtwDtzw+DkY9eK7+igDyHyby/1nwtcxN4o1HyNQje7kvrRoIbfKMMCMIo6n7wBCjqea1NKv7zwzomo+H5vD9/f6n9ruGt1FqzQXYkkZlZpcFVGGAbcQRivSqKAPKtd0fUp4fGajTbhzc6hpjRLHCzLIqiDeU4+ZVw2SOmDmuj8UaXdah4y0XyY5VhOn6hDJcqhKxM6xhdzdB3x64NdlSMqupVgCpGCD0IoA8c1nUrq3+GGn+HbnQNQgu7N7K2mmeDEC7JYxvSTo+4gYC5PzHPSvTvE76hF4X1N9Ktkub8W7mGF13B2x0x3+nesu1+H+kWslqv2jUZbK0kEttYTXTPBEwOVIXqcHoCSBXVUAeQ+TeX+s+FrmJvFGo+RqEb3cl9aNBDb5RhgRhFHU/eAIUdTzWxb6Xer8OvG9sbG4FxdXWptDF5Lb5QxbYVGMtnjGOvavRqKAOAtI7rT/HGizz2F6YJ9ASy82O3ZljlDhirkD5OPWszwjpGoW8nw+Nzp11F9j068WcyQsvks2zAbI+UnnAPXmvUqKAOAsb+XwfrviOO+0rU7ldQvTe2k9naPOJgyKvlkqDtZSpHzYHOaydM0nUvDcHgSa9066cWst79pjtYjMbcz5KKQueBuwT0GK9VooA8a1ka1qmh6/Z3cfiL+1Xa4SHS7G0MVpsJO1vMCYkBHJy+WPGK6WyW5sfGuiXU2n3xgufD6WYkS2dhFKHDbZOPk49cV6BRQB5J4atNQ8NW/hHWb7Sr97aHSZbG5ijtneW1dpA4cxgbsEAg4HFLq+m6jrVl4q1iHSb1INSutNS2t5IGE0qQyrvkMeMgYJ6jOFya9aooA5bV7S5k+I3hq6jt5Wt4bW9WWZUJVCwi2hj0GcHGeuDVD4j3Js28LXItZbrytcibyYl3OwEUv3R3I6gd8V3FUNS0e11WWwkuQ+6xuRdQ7Wx84VlGfUYY0Aef6zFeeJrnxJrNjpt/HaL4cn06ET2zxyXUrEv8kZG4gYx05LHFa/h/T7uHxxFcy2kyRDw5awea8ZChxI5ZM4+8OMjr0ruKKAOW8C2lzZ2Grpc28sBfWbyRBIhXcjSkqwz1BHIPeuTvLbTLb4ieKLnXfCF9q0NybX7JMmjtdJhYQHw20gc4HHp7V6rRQBxPw9sbu0bWphp9zpmj3F0r6dYXI2vCoQBztydgZuQvb0qbU/PsvihpN81ldy2k+nS2XnQQNIscjSxsN5H3RgHk8V2FFAHlY0jUB8Axpo066F91+y+Q3m5+1bvuYz056dOaXUNPn0jxrr91fS+JYbbUHintptHjaRZMRhTG4VWIYEcZwCDXqdFAHmmi6Dc2Oo+Biul3tvFAdQlmSd/Oa3Mi5G91UAEknj1JHOK6LQbS5h8eeLbmS3lSCc2flSshCybYiG2nocHg46V1NFAHA+J9PvbjxVrM0NncSRSeFZrdHSJirSl2IQEDlvbrRf6beN4V8BwR2U5ktb6waaNYjmFVjIYsMfKB0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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 6
Hall-Effect Singleturn Rotary Encoder with incremental output Series ETI25
Specications are subject to change without notice
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
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
If shaft attening is facing antirotation pin A then index signal (Z) will be output.
Option anti rotation
pin B
If shaft attening is facing antirotation pin B then index signal (Z) will be output.
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