Lenkkopflager
#1
Hi, leider ist das Lenkkopflager für die Navi fällig. (Nicht das Timken Lager)
Kann mir einer die Beschriftung sagen, dass ich schon mal bestellen kann, bevor ich alles auseinandergenommen habe? Da wo ich bestellen will, wird die genaue Aufschrift auf dem Lager benötigt.
DANKE!
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#2
Hi Sönke
Ich kann dir nur eine Adresse geben wo man das LKL bestellen könnte . Die Fa. Zupin wäre das , oder Fa. Moze in Dasing , da hatte ich mal eines bestellt , aber dann doch nicht gekauft. Eventuell müßten sie es noch auf lager haben.
Gruß Peter
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#3
Mein Lager ist auch fällig und ich stehe vor dem selben Problem.
Ich würde gerne im freien Handel kaufen, aber niemand hier konnte mir bisher die Bezeichnung sagen.
Uns wird nichts weiter übrig bleiben, als vorher auszubauen und dann zu bestellen. Ich warte das schlechte Wetter ab.
Wenn Du vorher etwas erfährst, laß´ es mich wissen.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#4
meines wird im Winter auch gewechselt.
Benedikt hat doch schon die genauen Bezeichnungen zu den entsprechenden Produktionsnr. hier gepostet
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#5
Habe ich etwas übersehen? Mir ist in Erinnerung, daß nur das zöllige Timken-Lager bekannt ist.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#6
Hi
Die LKL werdet ihr im freien Handel kaum billiger finden ....
Gruß Peter
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#7
Müsste man erst mal vergleichen. ;)

Mir ist es generell lieber zu wissen, daß ich so etwas überall bekommen kann und nicht auf einen Händler angewiesen bin.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#8
Sind die Lager der Raptor mit denen der Navigator identisch?
Bei Ebay England bietet jemand die Lager an.
Sind angeblich gleich.
Gruß Ralf
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#9
Keine Ahnung, welche Lager (metrisch oder zöllig) der Raptor hat.

Habe jetzt nochmal alte beiträge geguckt. Es ist richtig, daß die Maße der metrischen bekannt sind. Ich konnte sie nur noch nirgends finden.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#10
Ich habe meine Gabel ja im Sommer auseinander geschraubt. Die Größen der Lager aber leider nicht notiert.
Die Kegelrollenlager sind aber oben und unten durch einen Dichtring geschützt. Eigentlich können die nicht kaput gehen.
Woraus schließt ihr das die Lager def. sind, Spiel, schwergängig, oder rasten sie an einer Stelle ein?
Gruß
Wolfgang
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#11
Hi, ich habe gestern abend mal nachgeschaut. Das Lager (der Fahrgestellnummer nach das metrische) trägt folgende Bezeichnung:

SKF Germany-S
14 315 W
L44643 /Q

Vielleicht hilfts euch ja.
Ach so, die Größe, die das Lager nach den alten Beiträgen haben soll (25-50-17,5) kann nicht stimmen. Es gibt in dieser Größe keine Kegelrollenlager, sagte mir mein Lieferant.
Ciao, Sönke
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#12
Hier stehen doch die Maße:
http://www.oemmotorparts.com/oem5.asp?M=...-NAVI-1_CO

Das ab Fg.Nr. ist das gleiche wie beim Raptor und kostet org. ca. 35€.
Von Timken/SKF heist es innen L44643 und außen L446610 oder auch kpl. L44643/610 und ist im freien Handel deutlich günstiger.
Gruß Martin




Wenn du nach Fehlern suchst, benutze einen Spiegel und kein Fernglas.
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#13
Hi,
totale Verwirrung!
Das bei mir verbaute Lager mit der o.g. Bezeichnung ist laut INformation SKF ein zölliges Lager (weil Bezeichnung mit L beginnt)! Es soll dann angeblich auch die Maße haben, wie sie aus dem Link von Schwabbel gepostet sind.
Dementsprechend wären dann doch ab 1068 die zölligen Lager verbaut worden (So steht es ja auch in dem Link). Ich bin echt genervt.
Ich glaube, die haben gerade das verbaut, was sie im Lager gefunden haben.
ciao, Sönke
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#14
Sönke,index.php?page=Thread&postID=84210#post84210 schrieb:Ach so, die Größe, die das Lager nach den alten Beiträgen haben soll (25-50-17,5) kann nicht stimmen. Es gibt in dieser Größe keine Kegelrollenlager, sagte mir mein Lieferant.
Ciao, Sönke
Das sage ich ja die ganze Zeit.Lenkkopflager: Teilenummer und Dimensionen

Wurde Dein Lager schon mal getauscht oder bist Du Erstbesitzer (dann wüsstest Du es wohl)?
Wenn Deine FGN >1067 ist, hast Du das falsche Lager eingebaut oder die Angaben bei Cagiva sind verkehrt herum.
Vielleicht hilft es nachzusehen, welche Lager GC und Elefant haben.

Wolfgang_62,index.php?page=Thread&postID=84204#post84204 schrieb:Woraus schließt ihr das die Lager def. sind, Spiel, schwergängig, oder rasten sie an einer Stelle ein?
Meine haben eine leichte Mittelrastung.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#15
Also, wenn die Info in OEM stimmt, haben die Elefanten, die GC und die Navigatoren der ersten Serie bis Nr. 1067 die metrischen Lager, die späteren die Zolllager. Ist eigentlich ganz einfach und stimmt auch mit dem überein, was Du im Lenkkopf von SKF gefunden hast.
Mal sehen, was so ein Lager kostet.

Offen weiterhin die Frage, warum es die metrischen Lager in diesen Maßen nicht gibt.

Allerdings passt das alles nicht mit dem zusammen, was Benedikt gefunden hat.Lenkkopflager: Teilenummer und Dimensionen
Es ist nicht zu fassen. :koppklopp:
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#16
Hi, ich bin Erstbesitzer und die Navi hatte noch nichts gelaufen. Wenn was falsches eingebaut worden war, dann schon ab Werk.
Wenn die Elefant und die GC sowie die ersten Navis die gleichen Lager haben, so wie es sich aus dem Link ergibt, dann passt das auch mit den zölligen Lagern. Ich habe bestellt und werde ja sehen, ob es passt.
Ciao, Sönke
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#17
Moin, hier mal die lenkopflager die ich mit Sicherheit weiß weil schon selber verbaut:
Cagiva Ele 900ie (1B+1BE) 90-92 = SKF Lenkkopflager 32005-X ist glaub metrisch
Cagiva Ele 900 AC,(5B) 93-97 Timken Lenkkopflager :2x TIMKEN L44600 LA mit Gummiring(TIMKEN L44610ohne Gummiring) zollager
Bei GC kann ich noch nachschauen und bei der Navi Bj.2000 - " - wie bei der Ele 5B zollager
Gruß Carlo
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#18
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[/img][img]data:image/png;base64,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[/img]

Dann wären die Teile Nr. 11, 44, 45 und 46 auch unterschiedlich.

[img]data:image/png;base64,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[/img]

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eHSQGXnUhy1OMGFQTilUImTdtGB0vDIXmUcNfHOtB2NRnJW2/Z2Ca5aR0wbHJvt/ooGUnCwoBSKK1byAbSB4pVno6t1gEFzyDIrUWPQjmipZ9wRytfxNHOUZ06RbXlOcLVsTqKzL5L6h9tOYNfsqLFXpCP7GI0Uo8FS5Lori4ANxkpL156imIij2NkzUtV8nh7FjnDUTQuUTWJYS4tTnUJmedXC2bAcdqutxFHs5LM8Xrw70+FtIUaD+tRuWrlnGnFZ4VFspqIrbMkjnTGMr/rUd5fhWdVkp1v3wCqWOn4UO+4m3IO/J3oiwYHaM8HQbPW54Mrm/daCAzyFoY546bUxBK6XTn1Ih8RNrn4i/ummtupqpZ52q3pFdFAirUBq7VtQPO+L0DUaFDwFXaOB3SLVQXTNYN+OrtGg4Cm4mgY3GnG7ybN1vIRi6QKKKrgrSnDVRXRQIq2gBFdPQddoUPAUdI0GL+EDleCq4E/ikcFV5a0S3w8voVi6gKIK7ooSXHURHZRIKyjB1VPQNRoUPAVdo8FL+EAluCr4k3hkcMUMrsqc2nIPvIRi6QKKKrgr/gVXoQ20VU+7Vb0iOiiRgtdFoUFBKDQoCCEUGhSEEAoNCgoH7owSXHURHZRIweui0KAgFBoUhBAKDQpCCIUGBYUDd0YJrrqIDkqk4HVRaFAQCg0KQgiFBgUhhEKDgsKBO+NxwdVqter3+/h7t9tVAqvV6qKqJPb7/XA4rKqq3+9vt1v5Olu/LLzb7XBxu932er2qqobD4eFwUI/PZjNbYVVVeBceBMbjMUqOx2NcWa/XuLJer3FFviKBiySy3W5j5d3r+/2+OsVwOGRvXIfD4TAcDvH3bDaTgohBtYH9jBrsRWA6ndqLrmgsWExSxQra4lLxdQ0uDXq9nuoE9gAYkvOl6JmrG8aRwhG03+9lzW6fS01CnFUpwHa77ff7qoyrAWz9eFCqjteCKymONWKxWNzyiljP9/v91WoFap3VD2pED4dDPpIQBDhAChGullZwieHaCwWoPjxIhd9lxGigegbycmuQ2j6NRCXXIZM/fDWIdNErEkopwT1XKYUbuJejlG7hXqJbMI5aJPN4PI59uyWeC6WjirfQCtJDg5wkbqGEq0tj/Xk4HKR/4o4FdRFucIwkT8G/drRVV+wWOova5+Pjo9frXVeVwng8hqKfzWa9Xg9dP51OKULIADqLg3yxWKAxaBjuDodDyAPN2+12EBgotVgsptOp+qiqqlwlu9/vPz4+qqra7/ewB6vV6nA49Pv9HJHnfz7qjJV3ryv7BAWdaSxjoJOdb/zkWIXRgleHqna7nVXxEIftQCsaCynK2WwG6buCVrhCfF2DS4PhcEhDPp1OoaTw37PDk7g9uGJ/Sh4m+lxpEiKnzXgWtaHlGJ69Xm+9Xu/3+4R8+/0+OAbdcu0XPxOupJRzg275+Pi4+hVtBVeyk6Hb4eMmBAG3WAVXrpZWcIkRhEUYj8cxoUOZHA4HOAo2tOsacmgQknFR/qh/YnAFXBdcuUopxLkXU0pXcy9TKd3CvUS3oLazJjUfrQRXxVtoHWeDqxYHr/W90Y3b7ZZsZ2E4JBjmroueHiCo+Wor1hYeFFxhdoHaZ7Vapb35/CaR5Rhd2+2WMmOZ1WqFuEsKDL2PAYOQDOHQ4XCYTqdkFcU5nU7VnC7eqCYnpM86HA4XiwXezpbkeGaZn4/JAMwH5Ndj7RM/POelLm4MrlgDOp+6T9q50EyluBNUZ6fbJeXYSFfQ9sFLxdc1uDRYLBb83uFwCMcUHFitVpmWtcXgKjRy+fj4SPS50iTEWZUSGp1LnnNum9adel8BI52TNS/hQ1tketXQWle/4h7BFR5fLBYJQXDCWInG1dIKLjF2u50yDa7QafiD0WndRAmu0ogppQT3Ykrpau7lKKVwG/cS3QJTeKNLINFucBWKt9ASHhZcub73YrGQJGeHY72E5V0XPT1A+v1+DqnujUcEV7BSsgtms1k6pr8iuOIYkHKSUCEEqCMLswbMT6jH+/2+Ul7r9VoJlbzhZyoZ57iAIfvzZ7PZarVKmLr84Aoa4XA4MCmCCmixWOAKswfX6zUWZLE8aPMMIRQWc3WcNQZ2smE8HrMZGE5KgQJWNHIZ0440xuFW0OkHM8XXNbg0+Pj4wLeQtOx/WJHdbsecEy7HKzKAe1zcpxRkscPhAIbAYMsOt9KUEgdkn1tNQliVgraB51KsBFwTaTJzHlTO0AshP7hCh3D8cuCPx+PpdKqyO5jUBPmqZ1nMBleKJLIN1i+xQ08KAvPE7vy91dKcXQ6nsiZADDvFcPZBq8E6iIuCKwiCmVeYKqaS3+/3rqCn0yn6kP6ZLRaa+Wk5oq2tkVqI/LHZRJZLMi2QwQ9fneBejlKS3EsoJcu9q5VS69yL+QwwBwwpcVHK1Jp1S5Ig0sAw/wt2SWlyXcjeskIp3sI9EOMAkAiu8LGgAbxQ5QAouL63nMWjE7ter5GIK81EOtBVcEfHU/BPS7ZVl3t9PB5TTfMKEzrdOfL8JjEtcLFYgOjuiApmvg3FlFGh4iZd2DxoZ2r50OgUqgNmAMoMXalbsYKZowEvksiNwRWUINMmoddgMOBhs/BwOJxOp3icmhF9bleuZDFZiWybGopqMEOdwVXC0vBut3OFa0WD8ovFQib5EBAurIgSdOLBfPF1DS4NIJQgQmt8eAgBWeZcbafnasnA5YL1eg3rGxpHarfbIamGuhLDRHaglaYaj6rPrSaRVVmVAj5LKhLMHICKZxQBiScetJ7Wq8ClgerwVZPVbBNjOPNCekynUyY1MeWdHrBSESq4siSRrbIitlpO+VLT6dRdVLRaOjQTzOmUEqQPqQ29iQe770sBOTQIp8GJHeBS21tBo6sRb8T4gJ6ESq+ayEeplyB8ViaAoT106TDFY7mk2g+HDKRKc++sUgqn3EsoJZd7VyuldrkX8xk4pyAXhShTxMPKrLskwWdylxqFIhMgt9st+9aaG9Xa4i20jrSfmQ6u0Nv4cOmBu+Vd31vWr1S39FGti75er90Bwsq7sGwVHhBccfJGap9+v6+c+JyqXMh9bIwQbgmu6C+umswQmgerF1wn0g2uWG27e67sd52tRy00ceOgWnbDhIHVGnIigY8k0gL3+z3Mp515SqhLNQ3GdQkrXFc0odGJDBgImITFYsF+kIKOPXiR+LqGGD3AXgp0Op2Ox2PIVE4cQhaz2cySQXY4U6fkjBQuos/tME/7MarPXU1CuCoFyqHX6ynPA/YbF2n7paflPihDxL+0ciW1gZunwWGOCBYEgHWUU5LotNVpOgCfVcGVJYns0nRwpQSB/zIgVL6R1dKh8YoAWV4Sg8sd+/2eIUHsQbDITXnoGmI0SARXGOAc/pRFTNCsyqaHsJgkAHhl1YvNxpQLOKiKnpZ8hA66bD+DgTT30kpJcS+tlFzuXa2U2uVezChgyiycZrjZZRlp1i1J0NXwJRBmjMdj1dWQgiUezY1qbfEWWkeMA0D/9EALKSZGwnKOIJEw33pw5Q6QIHTCVf3RMv51XFt1qSvQF6Svm4HqrqdnNgnb2tRQcY+ICRcGV5S6m2RoM25pBqr4ylVotMBZJXiRRG5ZuZJq0d3DwJlIzM+FJpdDAhmAlQmuOM2DHIyLgqvQbCaGzeDieyxyJqRoML8iDScUvTo1AbekoO2DQKb4uoa0HaWrAWsK5yOIdC/MQc5mM0sGyT3ypycOyAJiOyVyJonZ52c1CaEykO2rkdKwbw5I4Bul+Xcf5CfHpvS6DJcG7HD6QLhuNzAw04YPMhNPFXNVhAquXJKwnpyVKwqCKSJnt8NJZ92VoyQGPpBz4VXjLMYIADXV4jEAd0KaBoQMTnDFBlcJQctK3GJS/+OptHoBlCZBJS6XZFqj/PZYeZbJUUrkQL5Skty7Wim1yD2XBnJmTWYGSplas25JonJV0IF8kJAOmDU3qrXFW2gdLgeI9MoVbsnx+ODgyh0gXGbM7YJ74h/L26pLXbHHI9red7VSZpMYAOC/GCo2HOJ+kipvz1WVDJCCN2jxlJywCZ5SzgysL5LIjWmBmDU8NGdZquAKf6OXqqrC4oZV4ja4kmlF7lerK2rdDIDIrFJOmDGKhlNN/FLoX3ws22AFbR9UjezIvEg+YvQA/3u9Hrp92xyvtFgsDuIMq3BqhCQZ3ODKmv/84MqepsA+P6tJ5HfJRXLVHmXz6MmFUxVvH5SN7PiUpAuXBlJHcekp3BZcuSpCBVexvgWs1k1McllixEaolC8elPpZEWMl9kwHoa/sg7KRaQ+7CzhLA6DX67l+swyuEoKWf7vFKhNc4e+YegHc4MrlUiK4SnMvRynhYt+cVZ1QSmndkqmUWuSeSwOrZtEVlKlr1vODK5s2hlsJc8PWFm+hdbgcIFoMrvL3XAFn91zFBggSuS/ognviH//aqitxl3S0pz7Y7shskhtcqeiIr3BPLHGPIhmKE/8gWksOXFfkUM9y4dsmRaS/6yKJ3Bhc0dFx0wLlg1BbbmatDa6kvZQaWbZNXpELZRflbLiiCY3zN2625IUQMLMlB78VtH3wCvF1DTF6gPyVOBWgqiqZBytT2G2WPz0VXKGO434JIjO44lxpus+t5x1TKWjeTBzkjdlWWZs8mZdcUg9aPfOK265cGiivGtPnh8Mhlhaogis5Hy/TAq2KsGmBiYl2K2KM67QgXOvuamlmB5EMlhjycH/2gHpQzu6HSATYNbg0UI4vvmu326WDq4Sg5d9uMZsWqNpTNfOhcvFQploEsQEjFuOtTFogDk5IcC+mlNLccydhXe5drZTa5Z5LA3VOAAVHmbpmPRZcrZuTLWRaoD0TgvspEuameAv3wMOCK9f3jp0WqKp1XXR3gAQh0C7gCcFVEAcnuG732aoImxbI4876zdFAUr2OxekXjPSYL8v5EmiQ/X6PJeb1ei0H/Ko5k2rVbMndiz2mq2bXKQ0Dd6mG5O+lXPH5wI3BFbqLZ4GojSvrZu9vaPSI3D9Dc0t+y6gVmvTQ/NBhIrhCSoBMTtvv93DTlXK06tIVDXnFnGCZYC27TgnaPniF+LqGGD0gLPlFkBSkRinLPVeKDG5wJUccc6vOBlf75ncFWFWsz2OLyUqlSGJgeKZX1UBUZD+qB6WWIMfy+78jyAmuOLrVgRbUDyq4Cs1JYvJAC1dFqODKkkS2SokYCmq/36cFETvQwmppkkryM7b6IVuoHgzCpiDXscsT1UDCKHAw8jPd4IraPiFoPNIXB+GoYitzoIVVL0Hs7oCjr5ZEpHOvuCSDq+r0QIs092JKKc09VylZ7l2tlELb3LM0ODTnQPAKe5sydc26SxJ6C32xPYbZXDS4XLmy5ka1tngLreNhwVXwfG/21d78zpWs1nXR3QESOvZjGM8JrvbNMZ2VOPI7vyqJrffr5kHsceyLkzf34lei5dKNPXWER7VSbHyR5AGzyaEgcHHcnGbO9lDFD08PNonhIoncHlzhCpLBxuYodn4j41WmrbMrYDygdlEDskFYlR2o1SnkXdmrqvFSXcpcBSUauceRc0vqjVx0loK2Dx6an2jMF1/XkKCTmsSVc8z8amT1oFsUGdzgKpgjlRPBlZQITp9Tb7d9LjWJ3DKkVAqPDw1ir4LLurU4cxyzYupB/HAkOWY/5CXg0sDmg8n1up45it0GV/SfZt5R7BySKrgK3rnbhJKULJAQhGSgZKbS0nAQ8SxdW5cYPB4abHcflMSL+SKdQkwbSEs6FCfUVcZvlto+Jmg8Ilc8VLEgjmJn2GNtjRTBtjmEVgVXweOSDK7ATMmiBPcSSinBvZU5vEp+I7l3tVJqnXuWBjiMRF3sNafMs35r1l2SMPpCdMqYSmlp6h/X3MjW2i6yPawaX7yFNGKqALA+G/V/OriSfCBc35t9lU51cV10NUDsU0/HP+q0VVcr9bRb1SuigxLpIKDWn92KF8AfpsFut+v+EQIdwR+mgYuOTxs/Cx2kwUukU16E7nOvgzS4K73wHYQAACAASURBVIq3YPFf48CDUYKrLqKDEukaMDHW8ZmhjuAP02A8Hndnpqrj+MM0sCi+VAwdoQHThFQm4R/AS3CvIzR4DIq34OI/xYHHowRXXUQHJVLwuig0KAiFBgUhhM7QQGaIlcXnx6MjNCh4IgoH7ooSXHURHZRIweui0KAgFBoUhBAKDQpCCIUGBYUDd8a/4KpuA23V025Vr4gOSqTgdVFoUFAXGhTUdV1oUFDXdaFBQeHAnVGCqy6igxIpeF0UGhTUhQYFdV0XGhTUdV1oUFA4cGc8LrjabDaDwQB///z8yGMuN5vNRVUpHI/H0WhUVdVgMPj+/ubrUPlyuWTJyWSCi5+fn7jy/f399vZWVdVoNPr9/cXF5XKJYu/v76o2AG/Bg8BkMqnr+vf3Fy2Rr5DN+/n5yfmiiz5/s9ng7Zn1HI/H6hSj0SizYTHgw/H3crmkFBJQbZBiAiRhXBED39/fZ6sC5vM5v/d4PNYZPMSnDQYDSjOGhBSeDpcGb29varCw38AQDocEPj8/b9EeHI8cRJALAQHxIsu7GkOCzFHgQJZEsgPZYj6fx3hFgIpnv/pZcNtGXUdQ6V33CncQ1XU9GAw2m00mYc4SQ41KinU+n6erknSS+P7+HgwGil05xJBqKoZOEcNtCaTD/0IDxNT4z8/P2bFwtpLrkMkfvhrEuOgVlyqlBPcyldJTuJfoFnyRO0yuw2QyiX2CIp4LZeLf3t7sIw/wFlwnUCHTW5hMJme/+gFID43MjroU1gmPXayNW5Xp1SeG5CPxr+Paqit26/f39+3tjez/+vp6e3u7riqLyWQCz365XL69vf3+/mIIfX9/H4/Ht7c3dDqG3/F4/Pr6gu5Aq8Dy0WgEgUEweJbj5P39Xcnp9/e3qioVkyyXy8Fg8Pv7K9UTa55MJmdV4aWfD0V/RXBF1YC4iKHRdaDNyzeocjD8/PwMBgPp1SnCWBG7dULuX19f9tZms3l7e/v5+cH3QiJneVg3fEiry7QUng6XBqPRiPodhoQcyOkW4PbgilrS5SH0Jm3b29vb8XjES2McA3PcCAH0gCgxVOvIQHYfTFsXmNW2dOk94LZtuVxK3qJv3RGU+Yq2gqs0MeSo5Kj/+flxHS9ZravowBm8ES2EdThLDKWmYmU6RQy3JRcFV4ozMTwxuCKuC67ylVIm9xJK6VncS3QLzEGL3n8rwRWDPaujHuMtWCfQffCst4AyLxFcJTy062Cd8NjF2rhVrlf//v6OdRG63Pnm4N54UHCF+VGyf7PZpL35i5pEEkAY39/f7+/vFAl6vz71Jkej0fv7O5xIjD3IVY4l2c75fK6IhXepcStliVZBwPIVORNCmZ+PZbfRaHRLcFWLb895qYsbgyvWoBYPSRgrYrfOwWAQ64rJZEIJsrVnechVvoS6PCuFp8Olwfv7O3mOxrP/N5tN5pRPi8FV3fQ2rR0q55CRhRNKM2FQpbhJVHcgK8BBSQRXmCvFdGnqg5+KnOCqbnTj1a9oPbiqDTHUqJST1vP5PDYMEzE57DE5gKbmEEOpKYsOEqMEV2lcpJQyuZdQSs/iXqxbENctl8sb51sl2g2u6rpWzXuMt2CdQIUcbwGEea7TT+QHV7Xx0K6DdcJjF61b5Xr1TMABbz8/PzOH5APwiOAKAcb7+zu/eblcpqeBrwuuqM2lf0BOSBUJ80AJyWflaOeSul3q/fz8TE8a4XX5fqp6NqfYaDT6/v5OmLr84AorFb+/v1xjRQfKK5PJBEPr8/MTSQtIdLR5hpAIi7mOqdVBFJAljBWx/S7pPEljZnUoLe5ZHs7nczkX5VZ7VgpPh0uDr68vkJ9Dg/2Pr/75+WGOKyaHLBnQ51yFRy/JYuheSA0mUE7HKj+mFlYNc65yBVgWjplkvAi30hyg3T07kJGZwLe7NFsul/mRw7Pgts0NrtCBHL9MG4ZaQKjJPGomNUG+ePb9/V0yp/aCK1uGSBCjNqNSWtPEMCQHYoqCgOtzlhhKTUnu8RUdJIbbklhwhb5l7ii0Ov7GV7uCns/n6EP2szIZtcjdGo1GzLmVtaGY1ELsSaVwbDNUWiCdb9RpFZTERUoph3suMepWuXeFUooREnZBzrcq7W3N+mQymc/nau+DlC9dZEsDEi/hLdjgSkakt3sL1AxSUgS9hbP5fme9BfQJUqJeLriqhYcGoA8xlN7e3sAcV58DrhPuXqw9t8p69RC9ekumOXgAQOb7BldIMJXfjAQ5vNqNPS5qEleB39/fwWYbIKlhRpshux5kkiKkGoU6oIpnDVToaj2Kc+RYSo5lAMdw0effGFxhwOOj0JO/v79cUcX6OMwVruBxpT7sypUs5k4g2aFLqbmEUSK23yWnx5iGwUQLVRK1pXkIr5EzIulqXy64glBqEVozcQVExQCphUthyUBP6/PzEx5V3UwrShYx/IbZZhusH8NuxKyENKtMC4Thd4cSW1if4wCGNtIJEgMZlfz8/Mimgj+S4UCnfGgLt22Kt8zQsCmUGAjoJdzdbDZMauJmBrBCJtWgfhVcuWWIBDHsqGQeCGlpP5MpJazflaCsLU2M2lNTpCjHDtApYrgtSQRX7gCXvrIVdNWETNYW0GRABEg3gj8tzQQer01I7LbHNsO2//v7ez6fQ1JWQcmuuEgp5XBPKqX6bty7VCnFCIkIoRbZAVJ7y+CB8oJ7TasBwSn5UiiKBiBe2luwwZX0YW73FtjtzBVXJVGbdQIlLvIWXjS4Us3Gd9FnODsQXCfcvchHpHmyXr2a+sHdnCH5GKBVdwyuOAcje20wGCS0W6yqGOQmRVR1S3C1adJtqZc5c1OfTknGnAPwDHc5Z3Y8HtMZwFd//nXBFaHWVen7YlnPqhu53MdHbHAlXwfla2dB3KHrEsaKWEEqNQDis5nuuI7PTPOQM1Wy5li1Lxdc1XUNilKgWENHT0qWgsNY5VNkkPN/iHlgGhWL3BnBOu7HoDxdfJgl2CpwILYaLHN667iw0EhcTAzkWqxtyqaiVUhasL3hNqwLcNu2PD3QwuZd1Kdrm9LULZdLOcNNgyfnp1hABVduGbYq4eC6o5ILEbG9gnJiu45LEO2UGzZixHDVFCgKSF+qU8RwW5IOrrj6hMEoZ5ddQct1AGTpu1yClmAsan1Qm0hvFQ4mB1Uz6KDL9lM1WQUlu+IipVRncE8ppTtx71KllDAK+LT5fA4162pvadYxR4mn5ESMlK9KFGIBSzzrLSSCq7a8hclkAuOitmDRW3CdQFnyIm/hLwVXUu64bkcQ0HpwxbldMKES8XZ6SD4G/yjYVl3qCvQFPlj1GqHMXqyqGBCeKtLfElzV4qAYTm/LNypdWXs2AM46sh2od1T0ksBFErll5UraHnfbKM/TWzZnALJziM/PTze4YnSKnI3M4MoSxhWx+ihXUoPBQEWz+EY3c1rxcCOOqVFNtdXWrxlczedzuVSLaQVk1dYi3QtTd5xalmSQlht9qw5grJqZBVdqMT+Gs6eSk0gvSczIqLgOsMKCsXd3FNgNtXxWNRUxifqiTvnQFm7byFv6QLiuvpfZUOx26M/N6Z4WFGMMTDAThl3klmE9MWK4oxLz0zFPFHBnQ6wE4WPZhQJFjIRd4wKLfLxTxHBbkg6ucNEGVwlBy0pckyH7E1MYPH1h0pylZvvNKhxYB9sMtl9KpxJrX1JByVdcpJTOcs9VSnfi3kVKyb3IXHE+KHMscd2adbkKBIdHrT6xAy0NyJaEtxALrhCbteItoEIlvoS3YGfxLvIW/lJwhb+l//Pg4IrPwpPJMQePwT+Wt1WXuiKnEKTik2XcoCu/SVQB+C9If8ueK1m5e2yapY4d/HXjrG9Oj5K0fHVxkURuTAvEtNNvc8SiCq5QHhNpsEzQkqpOG1zJtCI7UVSbrpAzmlYFWxGrBiD30n6m/FJGvG5fKR5OzAnOS7F9yFLlFYOrzWYDTYRx8d2ciff+/v4rzrCqRZ8rMlhfhzG5fFF+cIWRG+OAnG+2SiNmMuWroXBBeNshaggk/DB4gV32oS3ctknecumpvi24sj1Ti3VplHfLEDFiuKNyII6xcg8NikXdqg1LsyeQUMRI2DVUYpcaukMMtyXKbeJp4+ngKiHoWox6azJUf3J9uG6WkqqqwtRPlRFc2WYkgitXQUlcpJTOci8263cP7l2klGLawH6j1N6uWc8MrlzPAWxJewvWv+LyoyuU6nJvAU/JKCjtLSiSXOotvGJwZdcGLg2uLtpzZf9rvfrv058ZwHvPDsmH4R8V2qorcZdqzvamnUXOb5I7lm45LZCr4XWzY0plrUB47u66yuQbyPCsgytXtfCo3LRA+SDSxuCOqzptcPUptuRK1SnbJq8oOdaCMDnqcmDOCcUwY8I0JrTkF+Xw0DZVVStf93LBFcjJvkWHyF1SMh9P9TnIEFu5ivk6qgGT5MFctTCr6pYbXFkJWmGNRiM1PexOxNi+kk1FMQSZnc3+soi5U5K3mD7//f2NpXKp4EpaL5kWGPOi2EVuGdmMNDFqMSrPWlMrVitBeM/yFZnEkO47c4cSXsjT4bZEWr262cVUn562Z4OrhKDr07RAZTJs2phSL0zHklqoatadUIbKwTbDTWuEanIVlES+UqozuGeV0p24d6lSci9iyl82Yz6fS+3tmnUbXMkASaYFWs9B7QWoPW/BBle2V2/0FgbNKSy4br0F1wm0HVjneQuvGFzFtCj+zgmu6ktOC7TVWq/+9/QXC/Dsfzq4qsXBCa7bfbYqCbsK/PX1pfa0fTaHSskN8cfmd64oYFnJz88Ppi6+vr6kc7lpjrjg1ixpGziKvr+/+V4OpKW3XfKKnlS4Mbiq6xpqhZuMZebVstn7+9scUi+NE80tVQ+tJnPff5sfVk4EV8hAs5ujYgv9NkB11TFn3T4/P5fehrezPFSV22pzpPB0xOgEYUlOQlKQGqW8FHuuFBnciWRsHMf4QrGc4OrYHBwsC8TSAl3bpnS6FZbKIg...
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#19
[quote='Georgios',index.php?page=Thread&postID=84221#post84221][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img]

Dann wären die Teile Nr. 11, 44, 45 und 46 auch unterschiedlich.

[img]data:image/png;base64,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[/img]

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...
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#20
Ich kann Carlo nur beipflichten. Meine hat die Fg-Nr. 681 und hat definitiv zöllige Lager drin, genau wie bei der späten Elefant. Habe für meine damals für einiges Geld bei Unmüssig Originalteile bestellt, wegen der Verwirrung und den falschen Informationen, die hier gepostet waren.

Bollergrüße, brmoke
Die kürzeste Verbindung zwischen zwei Punkten ist eine Gerade, die Schönste eine Kurve :cool:
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#21
Moin moin,

jetzt auch noch meine 5 Cent zu der Geschichte....

Nach meinem Wissen sind beide Lagervarianten die bei der Navi verbaut wurden Zoll - Lager
Das, welches bis VIN xxx eingebaut wurde ist von Timken, und gibt es auch nur dort.
Das, welches ab VIN xxx eingebaut wurde ist ein "Standard" Lager das es von mehreren Herstellern gibt.

Ich hab mir die Timkenteile mal zusammen gesucht, finde aber momentan die Daten nicht....
-Heute abend vielleicht....

Gruß derweil
Pogmohon
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#22
Da ich vermute dass das Hochgeschwindigkeitspendeln bei meiner evtl. mit dem Lenkkopflager zusammenhängt, spiele ich mit dem Gedanken es zu wechseln. Ist das Timbkenlager wirklich besser? Lohnt es sich das einzubauen? Und wo bekommt man es?
Erster Lenkkopflagerwechsel war bei 32.000 oder bei 36.000km das weiss ich nicht mehr genau, nun hat sie fast 58.000km drauf.

Gruß :navi: Olaf :gas:
Wer vor der Kurve nicht bremst war auf der Geraden nicht schnell!
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#23
Moin Olaf,

das Timken Lager ist nicht "besser"....
ABer es ist auch wurscht...
Denn entweder passt das Timken und das der anderen nicht, oder umgekehrt....

Im Übrigen mag es sein das das pendeln mit dem Lager zusammenhängt, aber ich glaub nicht das das Lager an sich schuld ist...
Bzw nach 30k hinüber ist....
Eher zu stramm angezogen....

Mehr in der Pfalz....
Gruß
Pogmohon
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#24
Hallo Olaf

Liegt wahrscheinlich daran das es eine Navi ist ,Raptoren
kennen kein Pendeln .
:whistling: :D :schilde:
Grüsse Gerd
DieZwei
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#25
Luk,index.php?page=Thread&postID=84233#post84233 schrieb:
Georgios,index.php?page=Thread&postID=84221#post84221 schrieb:Dann wären die Teile Nr. 11, 44, 45 und 46 auch unterschiedlich.



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[/img]
Was ist der Unterschied zwischen 44 und 45? kann die Anhänge leider nicht öffnen
44 nennt sich Staubschutzhaube, 45 sind Unterlegscheiben unterschiedlicher Maße, abhängig von Zoll- oder metrischen Lagern.

Wenn es wirklich so ist, daß es nichts mit den FGnr. zu tun hat und Cagiva verbaut hat, was gerade da war, dann müssen wir die alten Lager eben vorher anschauen und evtl. Nachmessen.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#26
Luk, Sönke,

habt ihr Eure Lager schon gewechselt?
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#27
nein, es war mir die ganze Zeit zu kalt in der Garage, werde mich jetzt aber daran machen diese zu bestellen, bei mir sind die Timken Lager verbaut
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#28
Nö, Lager war doch noch iO. Habe das Lager jetzt zuhause rumliegen.Ciao, Sönke
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#29
Mir war es auch zu kalt bisher. :frier:

Wenn ich das jetzt richtig verstanden habe, habt ihr beide die zölligen Lager und Eure Rahmennr. ist größer als 1067.
Luk, Du sagtest, Du hast Timken-Lager verbaut. Bist Du sicher, daß es Zolllager sind? Könnte ja sein, daß Timken auch metrische Lager herstellt.

Ich bin überzeugt, irgendetwas stimmt hier nicht. Wenn es metrische Lager bei der Navi ab Nr. 1068 geben würde, müsste es ab dieser Nr. auch geänderte Lenkrohre und Rahmen (Lagersitz Lenkkopf) geben. Das ist aber laut Liste nicht der Fall. Also muß die Information falsch sein. Innendurchmeser 25,4 mm versus 25 mm ist schon ein Unterschied. Auch der Aussendurchmesser unterscheidet sich so stark, daß die Schalen nicht in den Sitz passen würden.

Über die angeblich metrischen Lager haben wir nur hier http://www.oemmotorparts.com/oem5.asp?M=...-NAVI-1_CO
etwas gefunden. Ich traue dieser Info nicht, weil hier auch die Aussage nicht stimmt, daß bis Nr. 1067 metrische Lager verbaut wurden ( es ist ja gerade umgekehrt). Das dort angegeben Maß findet sich in keinem Lagerkatalog, muß also falsch sein.

Meine Vermutung ist folgende:

Es wurden an der Navi niemals metrische Lager verbaut, nur die zölligen. Der Unterschied bestand vermutlich in der Höhe der Lager, da angeblich ein Lagerdichtring weggelassen wurde. Warum Cagiva diesen Dichtring gestrichen hat, erschließt sich mir nicht, da ein Dichtring ja ein Lager schützen soll. Aber Cagiva tut manchmal sonderbare Dinge.

@Benedikt:

Hast Du die Lager (und die alten) von Unmüssig mal vermessen oder die Bezeichnung notiert? Die Höhenangabe schwankt zwischen 14,224 und 14,4 mm. Vielleicht ist das genau die Stärke des fehlenden Dichtrings.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#30
Es ist doch etwas komplizierter. Ich glaube, Poghmohon (Beitrag 21) ist nahe dran.

Sönke, unter Deiner Nummer SKF L44643/Q finde ich bei SKF folgende Maße:

http://www.skf.com/de/products/bearings-...index.html

Das sind, auf den ersten Blick, metrische Lager (siehe ganz unten, allerdings ohne Buchstabe Q). Durch Anklicken der Reihe bekommt man jedoch Zollmaße. Ich denke also, es sind Zolllager.

Diese Liste scheint es zu bestätigen (mit Q).
http://www.skf.com/skf/productcatalogue/...1320000008
Durch Anklicken erhält man allerdings wieder metrische Maße. :koppklopp:

Bei Timken habe ich folgendes gefunden: L44643/610
http://www.timken.com/de-de/Knowledge/en...umber.aspx
Bei "inner diameter" jeweils 1 bei min und max eingeben. Dann auf lookup.
Es sind haargenau die selben Maße wie bei SKF, allerdings in inch (man muß mit 25,4 multiplizieren).

Dann gibt es offenbar noch ein höheres Timken-Lager, in der Art, wie es Carlo an der Elephant 5B verbaut hat.
L44643L / L44610 (L44600LA)
http://www.bearing-king.co.uk/bearing/l4...-type/3105


Also wenn ich das jetzt alles richtig unter einen Hut bringe, gibt es tatsächlich nur zöllige Lager für den Navigator. Eines ist aber etwas höher, nämlich 16,13 mm (statt 14,224 mm)
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#31
Hi Georgios,

habe die Lager nicht vermessen, sondern einfach nur eingebaut.
@Luk: ich habe mir ein Spezialwerkzeug anfertigen lassen für einen leichten Aus- und Einbau. Damit lassen sich die Lager über eine Gewindestange einziehen. Kann ich dir gerne zuschicken, aber erst ab dem 13., da ich bis dahin noch in Schweden bin. Die Lagerschalen habe ich ohne gar nicht heraus bekommen.

Bollergrüße, brmoke
Die kürzeste Verbindung zwischen zwei Punkten ist eine Gerade, die Schönste eine Kurve :cool:
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#32
Hallo Benedikt,

hast Du die alten Schalen noch?

Zum Einbau:
Eine Gewindestange habe ich auch schon verwendet. Es ist eine gute Methode. Schwieriger finde ich den Ausbau des alten untersten Lagers (auf dem Lenkrohr). Das habe ich bisher mit dem Schraubenzieher gemacht, aber vielleicht gibt es auch dafür ein Spezialwerkzeug. Ist Dir da etwas bekannt?
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#33
Luk,'index.php?page=Thread&postID=89080#post89080 schrieb:nein, es war mir die ganze Zeit zu kalt in der Garage, werde mich jetzt aber daran machen diese zu bestellen, bei mir sind die Timken Lager verbaut
Luk, drei Fragen:
  • welche Fahrgestellnr. hast Du?
  • wurde Dein Lager schon einmal gewechselt oder ist es das erste?
  • hast Du die Bezeichnung Deines Timken-Lagers notiert?
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#34
Anbei die Infos zu dem Bis VINxxx eingesetzten Lager.


Timken TSL Series:

Aussenring: L44610
Innenring: L44643
Dichtung: L44600L (A)

Auszug aus dem Timken katalog
.pdf   Timken_auszug.pdf (Größe: 489,47 KB / Downloads: 13)
Dimensionen Zoll
.pdf   L44643_L44610.pdf (Größe: 9,95 KB / Downloads: 14)
Dimension metrisch
.pdf   L44643_L44610(1).pdf (Größe: 7,31 KB / Downloads: 17)


Nach meinem Wissen macht kein andere Hersteller solche aufgepressten Dichtungen.
Dort sind das separate Teile die entsprechend unter dem Innenring plaziert werden....

Das spätere Lager muss ein Zoll- Lager sein, da die Gabelkrone selbst sich ja nicht geändert hat....
Pogmohon
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#35
Pogmohon,'index.php?page=Thread&postID=89130#post89130 schrieb:Das spätere Lager muss ein Zoll- Lager sein, da die Gabelkrone selbst sich ja nicht geändert hat....
Habe ich ja in Beitrag 29, 2.Absatz geschrieben. Trotzdem danke für die Daten.

Es gibt zwei unterschiedliche Zolllager, die sich nur in der Höhe unterscheiden, weil eines einen Dichtring hat und das andere nicht.
So jedenfalls meine Meinung.

Und wenn wir demnächst die Lagerbezeichnung einer Navi der ersten Serie erfahren, können wir definitiv ermitteln, welche Navi welches Lager benötigt.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#36
Hallo Zusammen
Gerade bei Ebay gefunden vielleicht hilft das da die Maße angegeben sind!
http://www.ebay.de/itm/CAGIVA-GRAN-CANYO...33802a064d
Gruß Jürgen
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#37
Hallo Jürgen,

danke für die Nachricht. Die habe ich auch schon gesehen. Ich denke, das sind die für die 2. Serie der Navi.
Der Hersteller kommt aus Irland, also hoffentlich kein Schrott aus Südostasien. Bei dem Preis kann man die Befürchtung haben.

Ich will mal schauen, ob SKF dieses Lager als "Explorer"-Ausführung im Programm hat und wie die Belastungsdaten sind.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#38
Georgios,'index.php?page=Thread&postID=89112#post89112 schrieb:Luk, drei Fragen:
  • welche Fahrgestellnr. hast Du?
  • wurde Dein Lager schon einmal gewechselt oder ist es das erste?
  • hast Du die Bezeichnung Deines Timken-Lagers notiert?

die Fahrgestellnr. kann ich dir heute abend sagen, Die Bezeichnung der Lager ist leider kaum lesbar, kann dir nicht sagen ob die Lager an meiner Navi schonmal getauscht wurden, ich habe sie jedenfalls noch nicht getauscht.
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#39
brmoke,'index.php?page=Thread&postID=89102#post89102 schrieb:@Luk: ich habe mir ein Spezialwerkzeug anfertigen lassen für einen leichten Aus- und Einbau. Damit lassen sich die Lager über eine Gewindestange einziehen. Kann ich dir gerne zuschicken, aber erst ab dem 13., da ich bis dahin noch in Schweden bin. Die Lagerschalen habe ich ohne gar nicht heraus bekommen.

Bollergrüße, brmoke

Danke für das Angebot, das wäre super
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#40
Luk,'index.php?page=Thread&postID=89178#post89178 schrieb:die Fahrgestellnr. kann ich dir heute abend sagen, Die Bezeichnung der Lager ist leider kaum lesbar, kann dir nicht sagen ob die Lager an meiner Navi schonmal getauscht wurden, ich habe sie jedenfalls noch nicht getauscht.
Wollte nur wissen, ob die Nr. größer oder kleiner 1067 ist, aber wenn die Lagerbezeichnung nicht mehr lesbar ist, bringt uns das sowieso nicht weiter.

Eigentlich müsste man beide Lager verwenden können, sofern man die Scheiben, Dichtkappen und die Zentralmutter mitwechselt.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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#41
Was für eine zentralmutter ist bei dir verbaut, eine sechskantige oder eine für hackenschlüssel? Auf den Lagern kann man noch timken entziffern.
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#42
Was für eine zentralmutter ist bei dir verbaut, eine sechskantige oder eine für hackenschlüssel? Auf den Lagern kann man noch timken entziffern.
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#43
Ist schon etwas länger her, aber ich meine, das ist eine für den Hakenschlüssel, sogenannte Nutmutter.

Du meinst doch nicht die sichtbare Innensechskant, die oben auf der Brücke ist (Nr. 9)?

Ich meine Nr.11.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#44
Pogmohon,'index.php?page=Thread&postID=89130#post89130 schrieb:Nach meinem Wissen macht kein andere Hersteller solche aufgepressten Dichtungen.
Hier ist so eines.
http://www.ebay.de/itm/1-Schragrollenlag...589526bf9c

Bei dem Preis wahrscheinlich kein Timken.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#45
Noch einmal einen Aufruf an alle, die ihr LKL wechseln müssen.

Wir brauchen

  1. die Bezeichnung (falls noch lesbar) oder die Maße der alten Lager (besonders die Höhe der Schalen).
  2. die Fahrgestellnummer.
  3. wenn möglich die Angabe, ob es noch die ersten Lager sind.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#46
Und noch etwas:

Wenn Ihr das Lager wechselt, geht bitte nicht nach WHB vor. Da steht so viel Quatsch drin in diesem Kapitel, da macht man mehr kaputt als neu.

Ich weiß noch nicht, wie das Werkzeug von Benedikt aussieht, aber ich habe da evtl. auch noch eine Idee.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
Zitieren
#47
Wo bestellt ihr die LKL? Originale beim Unmüssig oder gibt es da Alternativen. In der Bucht eher nicht oder?
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#48
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Pogmohon
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#49
Bin wieder zu Hause eingelaufen. Wenn es klappt mache ich morgen mal ein paar Bilder.

Bollergrüße, brmoke
Die kürzeste Verbindung zwischen zwei Punkten ist eine Gerade, die Schönste eine Kurve :cool:
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#50
Luk,'index.php?page=Thread&postID=89652#post89652 schrieb:Wo bestellt ihr die LKL? Originale beim Unmüssig oder gibt es da Alternativen. In der Bucht eher nicht oder?
Kann man schon in der Bucht bestellen, solange es Markenlager sind. Ich würde zum SKF-Händler (am besten Explorer-Lager nehmen, wenn es die in den Maßen gibt) gehen und die Preise mit denen von Unmüssig vergleichen. Dazu ist es natürlich gut, die Maße zu kennen.
Grüße Georgios

"Absorb what is useful, discard what is useless, add what is uniquely your own."

"It's a shame that stupidity can't be converted into a usable energy source."

"I would rather be on my motorcycle thinking about God than in church thinking about my motorcycle."
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