![](data:image/jpeg;base64,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)
4A5E00721185
Schrankgruppen zusammenbauen
Achtung
Die Zugänglichkeit der Verbindungsstellen der Ausbauvariante beachten!
1Um die Schutzart IP54 zu erreichen, muss vor dem Aneinanderreihen zweier
oder mehrerer Schränke jeweils an einer der zu verbindenden Gerüstflächen
zwischen der äußeren umlaufenden Lochreihe und der Rahmenkante ein
Dichtungsband 20x1 mm umlaufend aufgeklebt werden, siehe Bild 8a (a).
2Die Gerüste seitlich mit Einziehbolzen M 8x15, Kontaktscheiben 8 und Mut-
tern M 8 mit einem maximalen Befestigungsabstand von 500 mm verbinden.
3Die Gerüstverbindung einer Schrankreihe zeigt Bild 8b. Die dargestellte Dich-
tung ist für IP54 notwendig.
4Für die Verbindung von Schrankrücken / Schrankrücken gleicher Höhe und
Breite in der Rückseite eines Gerüstes 6 bis 10 Löcher von Ø 4,5 mm auf
Ø 7,0 ± 0,3 mm bohren (Bild 8b).
Der maximale Abstand S von 500 mm der Befestigungen auf der Rückseite.
Dieser Abstand ist für das Wirken der IP54-Dichtung notwendig.
5Die Gerüstrücken aneinanderstellen und an den mit Dünnblechschrauben
PM 5x10 miteinander verschrauben, siehe Bild 8b.
Die Querholme oben und unten durch Einziehbolzen M 8x15, Kontakt-
scheiben 8 und Muttern M 8 miteinander in den seitlichen Rundlöchern und dem
mittleren Loch (ab Schrankbreite 900 mm) verschrauben, siehe Bild 8b.
Bild 8a
Bild 8b
Montageplatte befestigen
1Die 4 Befestigungswinkel mit Einziehbolzen M 8x15, Kontaktscheiben 8 und
Muttern M 8 am Gerüst befestigen, siehe Bild 9.
2Die Montageplatte auf die unteren Winkel stellen und zuerst an den oberen
Winkeln mit gewindefurchenden Schrauben PM 6x12 befestigen.
Bild 9
Tür einbauen
Eine 8MF2000 Tür hat 3 Haltepunkte auf der Scharnierseite und 3 auf der
Schließstangenseite für Links- bzw. Rechtsanschlag.
1Bei loser Lieferung von Türen muss der Türwinkel auf der Scharnierseite und
die Befestigung des Schließblechs am Schloss mit einberechnet werden, sie-
he Schnitt "L-L" und "I-I" in Bild 10.
2Um die fertig ausgebaute Tür anzubringen, die 4 Türlagerwinkel für einflüge-
lige Türen bzw. 6 für Doppeltüren montieren.
3Die 4 bzw. 6 Türlagerwinkel sind mit je einem Gewindebolzen M 8x15 und ei-
ner Mutter M 8 gesichert mit einer Kontaktscheibe am Gerüst befestigen, sie-
he Schnitt "H-H und "K-K“ in Bild 10
4Die Tür / Doppeltür mit dem unteren Scharnierbolzen in das äußere Loch des
unteren Türlagerwinkels auf der entsprechenden Anschlagseite stellen. Da-
nach den oberen Scharnierbolzen an seinem Scharnierhebel einziehen, ihn
zum entsprechenden Loch im oberen Türlagerwinkel positionieren und dort
einrasten lassen.
6Für die Erdung der Türen siehe Kapitel "Schutzmaßnahmen an den Türen" .
Bild 10
[
<=
[
s
0[
0
%DFN
OHIWULJKW
'HWDLO<
'HWDLO=
5¾FNVHLWH
OLQNVUHFKWV
D
D
((
((
s
6
0[
[
0[
[
[
0
[
;
.
.
++
..
+
+
/
/
//
[
[0
,
,
,,
0[
PD[