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PQ 16 bis PQ 50
Spulenkörper
mit Lötstiften
Die hochaktuelle PQ-Serie bietet ein
Maximum an Ausgangsleistung bei
einem Minimum an Gewichts- und
Volumenbedarf. Von NORWE speziell
entwickelt für einen Einbau mit vertikaler
Magnetachse zeichnet sich die Serie
besonders durch einen geringen
Platzbedarf auf der Printplatte aus.
Die Spulenkörper eignen sich zur
Verarbeitung auf modernsten, nume-
risch gesteuerten Wickelmaschinen
u
nd haben linear angeordnete Lötstift -
reihen, an die axial angewickelt werden
kann. Umwickelzapfen gewährleisten
dabei eine zugentlastete Anwicklung.
Abstandsfüßchen zur Printplatte stellen
sicher, dass Blindlötungen durch
abgedeckte Printlöcher der Vergangen-
heit angehören.
12
a d f i
7
b g
6
f g ida
1
b
M
2.54
PQ 20-16
PQ 20-20
1
2 Stifte
M
e h j l
6
ca
1 12
a c
7
lje h
2.54
PQ 32-20
PQ 32-30
M
7
omk
12
a c e
k m o
6
eca
1
2.54
PQ 40-40
M
Ø D
A
J
I
1
.5
B
Ø
E
2
3
C
1
Ø
F
G
H
4.5
±0.3
1
6
abd gh j
7
1
2
ab jhgd
2.54
M
PQ 26-20
P
Q 26-25
M
eca
12
7
mki
6
mkieca
1
2.54
PQ 35-25
P
Q 35-35
6
f g idba
1
a d f i
7
bc gh
14
M
2.54
PQ 20-16
PQ 20-20
1
4 Stifte
4
ba
1
a
5
b
8
M
2.54
g
g
e
e
P
Q 16-11
3.81
M
9
sqo
16
a c
o q s
8
ca
1
PQ 50-50
(N0516)
e
e
m
m
g
g
2.54
M
7
ro
12
a
o r
6
a
1
PQ 50-40
PQ 50-50 (90371)
g
g
d
d
l
l
2.54
Lötstift
z609/ua
( 7 3 2 6 5 - 2 1 2 )
z809/ua
( 7 3 2 9 5 - 2 1 2 )
z812/ua
( 7 3 2 9 8 - 2 1 2 )
z112/ua
( 7 3 3 2 2 - 2 1 2 )
1*)
2*)
3*)
4*)
Abbildung PQ 20-20
auf Anfrage
auf Anfrage
CodeType
PQ 20-16/1k/-6/3.81-2.54-ii/rtg 9 0 3 60 - 087
PQ 20-20/1k/-6/ii/rtg 9 0 3 61 - 087
PQ 26-25/1k/-8/jk/rtg 9 0 3 65 - 087
PQ 32-20/1k/-8/lm/rtg 9 0 3 66 - 087
PQ 32-30/1k/-8/lm/rtg 9 0 3 67 - 087
PQ 35-25/1k/-8/mo/rtg 9 0 3 68 - 087
PQ 35-35/1k/-8/mo/rtg 9 0 3 69 - 087
PQ 16-11/1k/-6/gh/rtg 9 0 8 20 - 087
PQ 20-16/1k/-6/ii/rtg 9 0 3 59 - 087
PQ 20-20/1k/-6/3.81-2.54-ii/rtg 9 0 3 62 - 087
PQ 26-20/1k/-8/jk/rtg 9 0 3 64 - 087
PQ 40-40/1k/-8/op/rtg 903 7 0 -0 8 7
PQ 50-50/1k/-1/rs/rtg 9 0 3 71 - 087
PQ 50-50/1k/-8/ss/rtg N05 16- 0 8 7
A
22.9
22.9
25.8
30.8
30.8
33.4
33.4
17.8
22.9
22.9
25.8
38.5
47.2
49.7
B
22.9
22.9
28.3
33.4
33.4
38.5
38.5
20.4
22.9
22.9
28.3
41.0
49.7
49.7
C
18.3
22.3
24.0
19.3
29.1
23.0
32.8
14.7
18.3
22.3
19.3
37.3
46.0
46.0
D
17.2
17.2
21.6
26.6
26.6
31.1
31.1
13.7
17.2
17.2
21.6
36.0
42.9
42.9
E
9.2
9.2
12.4
14.0
14.0
14.9
14.9
7.4
9.2
9.2
12.4
15.5
20.8
20.8
F
11.0
11.0
14.0
16.0
16.0
16.9
16.9
9.0
11.0
11.0
14.0
17.5
23.0
23.0
G
8.0
12.0
13.9
8.8
18.6
12.5
22.3
4.6
8.0
12.0
9.0
26.8
32.8
32.8
2
20.32
20.32
25.40
30.48
30.48
35.56
35.56
17.78
20.32
20.32
25.40
38.10
45.72
45.72
1
20.32
20.32
22.86
27.94
27.94
30.48
30.48
15.24
20.32
20.32
22.86
35.56
43.18
45.72
3
3.81
3.81
3.81
5.08
5.08
5.08
5.08
3.81
3.81
3.81
3.81
5.08
7.62
5.08
H
9.8
13.8
15.5
10.8
20.6
14.5
24.3
6.2
9.8
13.8
10.8
28.8
35.0
35.0
*)
1
1
2
2
2
2
2
1
1
1
2
2
4
3
I
2.0
2.0
2.0
2.0
2.0
2.0
2.0
2.0
2.0
2.0
2.0
2.0
3.0
3.0
J
3.5
3.5
3.5
3.5
3.5
3.5
3.5
3.5
3.5
3.5
3.5
3.5
PQ 50-40/1k/-1/rs/rtg N05 15- 0 8 7 47.2 49.7 36.8 42.9 20.8 23.0 23.6 45.7243.18 7.6225.8 43.0 5.0
5.0
5.0
NEU
NEU
Rasterplan / Ansicht Lötstiftseite
Die Spulenkörper sind aus glasfaserverstärktem Polyethylenterephthalat PET, rtg (RTI Dauergebrauchstemperatur +155°C). Lötstift material ist
Zinn bronze, verzinnt. Maximale Löt tempe ratur 350°C bis 2 Sekunden. Sondermaterial – zum Beispiel mit Strahlenvernetzung – und Sonder aus -
führungen auf Anfrage, Abmessungen in mm.
NORWE Inc.
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North Canton, OH 44720-0511
United States of America
Telefon +1-330 497-8113
Telefax +1-330 305-0592
E-mail usa@norwe.com
Internet www.norwe.com
NORWE GmbH
Postfach 13 56
51691 Bergneustadt
Paulstraße 5, Pernze
51702 Bergneustadt
Deutschland
Telefon +49 (0) 27 63-807-0
Telefax +49 (0) 27 63-807-77
E-mail verkauf@norwe.de
Internet www.norwe.de
www.norwe.eu
QR Online-Version
© 06/2020 by NORWE GmbH
Gewährleistungshinweise siehe Verkaufs-
und Lieferbedingungen
Aktueller Stand des
Datenblattes online
PQ 16-11
PQ 20-20
PQ 50-50
Neuheiten 2020