Fronthydraulik/ zapfwelle (Wirtz) Anbau an IHC 633 A

+Ihc 633+

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9 Februar 2018
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13
Hallo

Wir möchten an unseren IHC 633 eine Wirtz Fronthydraulik (Anrieb über Kardanwelle Elbe) montieren.Wie wird die Kardanwelle mit der Riemenscheibe verbunden. Gibt es dafür ein Verbindungsstück?Mfg Thilo eup-1135841328-c0f1b34db12552e2876292bdd990ed7b-1518343549_big.webp
 
Hallo,

haben am 533 auch ne FH und FZW. Allerdings von Stemplinger. Da gibt es ein Zwischenstück. Ist deine FZW von einem anderen SchlepperTyp oder hat dir der Verkäufer vielleicht nicht alle Teile mitgegeben?

Gruss

Georg
 
Hallo

Du mußt bei Wirtz anrufen ob die noch eine passende Keilriemenscheibe im Tausch liefern können. Die Scheibe muß mit Spannringelemente auf die Kurbelwelle befestigt werden und hat einen Flansch zum anschrauben, deine ist mit einer Konussverbindung befestigt die aber die höhere Belastung nicht übertragen kann. Kommst die Zapfwelle von der 33er Serie, hat der Vorbesitzer die Scheibe noch? Oft werden FH+FZ abgebaut aber die Keilriemenscheibe wird vergessen.

MfG

Alwin
 
Hallo Georg

Danke für Deine schnelle Antwort.

Die Frontzapfwelle Fronthydraulik war an einem 840 verbaut.

Wie sieht bei Dir das Zwischenstück aus. Hast du ein Foto oder eine Zeichnung von dem Zwischenstück

Wie wurde dein Zwischenstückmit der Riemenscheibe verbunden.

Mfg

Thilo
 
Hallo

Das Zwischenstück kann nicht an der originalen Scheibe befestigt werden du brauchst die Scheibe vom 840 oder eine neue sonst wird das nichst. Selbst wenn ein Maschinenbauer einen Flansch herstellt und eine Flanschfläche an der vorhandene Scheibe dreht, was technisch kein Problem ist, wird die vorhandene Scheibe die Kraft nicht übertragen können wegen der zu geringen Klemwirkung auf die Kurbelwelle. Das Zwischenstück kann nicht an den 3 Schrauben befestigt werden.

MfG

Alwin
 
Hallo Alwin,

bei der Stemplinger ist es aber genau so gelöst, dass der Flansch mit den drei Schrauben befestigt wird. Ich schau nachher mal ob ich ein paar Bilder finde.

Gruss

Georg
 
Hallo Thilo,

die Riemenscheibe vom 840 würde Dir auch nichts nützen. Du brauchst beim 3 Zylinder eine Scheibe mit Exzentergewicht. Diese muss mittels Konusspannringen auf der Kurbelwelle befestigt werden. Die originale Befestigung reicht nicht aus, um das erforderliche Drehmoment zu übertragen. Bei der Montage muss Du darauf achten, dass die OT Markierung wieder genau gleich zur Position der Kurbelwelle steht. Anderenfalls bewirkt das Gegengewicht in der Riemenscheibe genau das Gegenteil von dem, wozu es gedacht ist.

Hier ein Bild von der originalen Befestigung. Der Konusring Pos. 2 ist nur für den Riementrieb ausreichend.

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

Und hier die Variante mit den Konusspannringen
 
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

Gruß,

Martin
 
Also haben wie bereits erwähnt die Stemplinger am 533. Da wird das Drehmoment über die drei Schrauben übertragen. Finde das zwar auf den ersten Blick auch mickrig. Aber wie soll man das Drehmoment sonst übertragen? Wenn man es an der KeilriemenScheibe abnimmt geht es ja über die Spannelemente. Daher die Frage an die 6 Zylinder Fahrer mit FZW. Wie ist es da gelöst? Die Keilriemenscheibenverbindung ist  ja vom D155 bis DT402 dieselbe, oder? Also kann das Dtehmoment auch nur über die drei Schrauben laufen, oder?

Gruss

Georg
 
Hallo

Die 6 Zylinder haben alle Spannringelemente, die 3 + 4 Zylinder können Spannringelemente oder Klemmringverbindung haben.

Die 3 Schrauben sind nur dafür da die Spannringelemente oder Klemmring zusammenzudrücken und durch die Spreizung eine kraftschlüssige Vebindung zwischen Keilriemenscheibe und Kurbelwelle herzustellen.

Die 3 Schrauben dürfen auch nur mit 70 Nm in mehreren Durchgängen angezogen werden, werden diese zu fest angezogen kann die Keilriemenscheibe platzen.

Die Spannringe müssen in einer bestimmten Reihenvolge eingesetzt werden und vor allem frei von jeglichem Dreck da sonst die Scheibe eiert.

Auf dem Bild kann man es ja schön erkennen, 3 Schrauben,Druckplatte, Druckring und dann die 3 Elemente mit jeweils Außen-und Innenring, es gibt auch eine Ausführung mit zwei Druckringen und zwei Elementen.

MfG

Alwin
 
Die Antriebswelle zur FZW wird nicht an den drei kleinen Schrauben befestigt. Es gibt dazu extra Riemenscheiben mit einem geeigneten Lochbild nach vorne z.B. 3x M12 mit passendem Lochkreisdurchmesser für eine Gelenkscheibe 16S von SGF .

Bei der Montage der Spannelemente muss auch auf die richtige Lage der Konusringe geachtet werden. Sind die Elemente verkehrt montiert, bekommt man die Riemenscheibe nicht mehr ab. Auch dann nicht, wenn der Siri mal undicht wird 😮 Da stellt sich dann der "aha"Efekt ein.

Gruß Martin 
 
Das mag bei Wirtz und Co so sein. Aber bei Stemplinger gibt es keine andere Riemenscheibe. Da gibt es nen Verbindungsflansch der mit den drei Schrauben an der Kurbelwelle befestigt wird. Außerdem gibt es sechs Madenschrauben die auf die Spannringelemente drücken. Kann morgen mal ein paar Bilder hochladen. 

Gruss 

Georg
 
Servus 

Ein sehr interessantes Thema, das mich auch schon beschäftigt hat . 

Wir wollen an unseren 1055 auch eine Frontzapfwelle hinbauen, und da meistens bei den gebrauchten keine Riemenscheibe dabei ist bin ich auch an Lösungen interessiert,.

MfG Pasi 
 
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