Leistungsverlust

mehmet77

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07.05.2018
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Hallo;

Mein MF 135 hat leistungsverlust. Bei vollgass komme ich beim drezahlmesser  nur bis 16. Woran kann es liegen? 

Die filter am tankhahn, Diesel filter und in der Einspritzpumpe sind sauber. 

Danke schon im voraus.
 
Ist bei dir noch die 20km/h Drosselung verbaut?
Wenn ja, wäre es ja u.U. denkbar das der hierfür zuständige Schalter hängt.

Grüße
Josef
 
Moin,

eventuell auch das gasgestänge kontrollieren, hab ich aktuell an meinem 135 auchnoch: auf fußgas dreht er ca. 1900 und mit handgas 2100. Geht er denn an der einspritzpumpe mit dem Gestänge auf Anschlag wenn du vollgas gibst?

Bist du dir auch sicher dass er nicht so hoch dreht? Ich hab zeitweise auch das Problem an meinem dass das Traktormeter ein bisschen hängt, dann zeigt er die Drehzahl nicht korrekt an, ist bei mir ein Problem mit der Traktormeterwelle, die scheint irgendwie nicht ganz passgenau zu sein...

Eigentlich sollte er auch mit der Drossel ein wenig mehr als 1600 drehen soweit ich weis...also kann ich mir kaum vorstellen dass es daran liegt.

Sollte es ein Motorproblem sein: dreht er denn sonst sauber hoch, läuft er überhaupt auf allen Zylindern?

Grüße Thomas
 
Hier noch ein Tipp der einfachen, leicht zu prüfenden Art. Kann es sein, dass der Absteller nicht vollständig in Ruhestellung ist?  Interessant wäre zur Schadensanalyse auch der zeitliche Beginn der Motorschwäche, ob schleichend oder spontan.

Grüsse aus Bayern....
 
Vielen dank an alle antworte. 

Ich denke nicht dass es am Absteller liegt. Denn die dichtungen an der Einspritzpumpe wurden neu überholt.

Ich denke auch nicht dass es am gasgestaenge liegt weil das gleiche problem mit handgas weiterhin besteht.

Heute habe ich den luftfilter (mit öl) gereinigt. Ich hoffe mal dass es da ran liegt. Morgen werde ich es testen. 

Ansonsten bleibt nur die antwort der Zeitlichen Motorschwaeche. 

Noch mals vielen dank an alle...

Das Resultat werde ich morgen mitteilen.
 
Moin Mehmet,

wer hat die ESP abgedichtet? War der rechteckige Deckel oben auch ab?

Dann ist höchstwahrscheinlich innen die Feder in der falschen Bohrung eingehängt.

Viel Erfolg.

+Gruß Matthes+
 
Hallo +Matthes+

Die ESP habe ich selbst abgedichtet. Der rechteckige deckel war auch ab. Da habe ich fast alle varianten ausprobiert. Zuletzt war die Feder am Deckel in der ersten Bohrung. Auf der anderen seite in der zweiten Bohrung.  Ich hatte immer das gleiche Ergebnis. :(
 
Nun mehmet,

leider weiß ich auch nicht, ob es da eine, bzw. welche, Soll-Stellung gibt. Hat der Motor denn seine Nenndrehzahl ( ich glaube 2250) erreicht,

bevor du die Pumpe abgedichtet hattest?

Gruß +Matthes+
 
Hallo +Matthes+,

Der Motor hatte seine Nenndrehzahl vor der ESP abdichtung nicht erreicht.eup-1137048691-8e921b77463a8a4f252072f0e303d816-1606588517_big.jpg

Die höchstleisung am Drehzahlmesser war auch vor der abdichtung des ESP‘s so wie im bild. Höchstens 18.

Morgen früh werde ich den neu gereinigten Öl-Bad Filter anmontieren und los fahren. Ich hoffe es dass es am Luftfilter liegt. 

Bitte wüncht mir viel Glück.:-)
 
ich will dir ja deine hoffnung nicht nehmen, aber luftfilter glaube ich kaum, sollte der dicht sein würde er eher rauchen wie die hölle, weil beim verbrennungsprozess die luft bzw sauerstoff fehlt...

Grüße Thomas
 
Hallo,

Heute habe ich den Öl-Bad Filter dran gemacht aber es hat sich nichts geändert wie +Matthes+ schon geschrieben hat. Über die Soll-Stellung hatte ich eine scala gesehen was es mit den löchern insich hat. 
3eca2a7bda9a78f4e5abd254693125d6.jpg
In welches loch die Feder rein soll steht  am blauen typen Schild an der ESP. 

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

Dies ist die ein beispiel von einem tyepen schild. DPA 32 4 2 die letzte 2 glaube ich sollte die soll-stellung für die tabelle sein. Da ich Englisch, Deutsch und Türkisch im İnternett surfe, habe ich das Problem mit den Technichen Bezeichnungen. Kann jemand diese kenntniss beglaubigen? Liege ich hier falch oder habe ich recht?
 
Da ich erst heute abend im Internett gesurft habe kenne ich zie ziffern an meiner ESP nicht. Muss morgen an meinem MF135 vorbei fahren und das typenschild genauer ansehen. Die Fotos von der ESP kommen auch erst morgen abend. 

Grüsse aus Yalova.
 
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

D Verteiler Typ

P Pumpe

A Pumpen Typ

32 Herstellungs Code Nr.

4 Ausgang

:(2 Regulator Advance Stellung:(

02 Spezieal Form Nr.

1 Anderungs Nr.

Set: Einstellung

75: In einem Kurst Max. Brennstoff Menge

800 Max Brennstoff Menge Einstellung

:-)1 Regulator Feder Code:-)

1220  Max. Motor Umdrehung (ohne Last)

Dieser übersetsung nach von Türkisch ins Deutsch sollte die (1 Regulator Feder Code) 1 gemaess der oberigen Typenschild die Soll-Stellung für die Feder sein.

Bin ich jetzt da richtig?
 
Guten Morgen;

Ich war gerade bei meinem MF 135 und habe die nummern am Typen Schild abgelesen. Ganz am ende stand: 6 / 2590

Dann muss also die Feder der Tabelle nach am Blech an das 2. loch und am hebel an das 3. loch.

Was stehtes bei euch am Typen Schild an euren 135‘ern?
 
Moin,

das steht bei mir drauf, wäre auch mal interessant von den Experten zu wissen, was das alles bedeutet :-)

eup-1137049763-1e4ae92cc4f90da01c3ba56ef960cd25-1606720310_big.jpg

Grüße Thomas
 
Hallo ThomasPG

So weit ich es verstanden haben Sie ein trackor mit 2390 hubraum. Der Tabelle nach solte die  feder am blech an das erste loch und am gas hebel an das dritte loch eingehagt werden.

Hatten Sie vorher die gelegenheit den ESP deckel auszubauen und reinzuschen? Wenn ja, wie war die Feder eingehagt?
 
Wo anders bin ich auch hier mit begegnet:

Insert the guide into hole No. 2 in the governor arm (Fig. Ca.6) and connect the governor spring to the idling spring guide.

Connect the free end of the governor spring to hole No. 2 (2-2-litre engine) or hole No. 1 (2.52-litre engine) in the throttle shaft link.
 
Moin Mehmet,

nein ich hatte den deckel bisher nicht ab. Eventuell sollte ich das aber mal machen, weil meiner auch nur 2100 Touren dreht, allerdings dachte ich kann ich das über die Anschlagschraube einstellen. Ich weis nicht, eventuell hat der Vorbesitzer mal was an den Federn umgehängt...Eventuell können sich hierzu die Pumpenexperten melden, wie ich das ohne Öffnen herausfinden kann?

Das mit dem Hubraum kann ich so nicht bestätigen, da der AD 3.152 soweit ich weis 2490ccm Hubraum hat.

Grüße Thomas
 
Hallo an alle;

Ich möchte eine Korrigierung machen.

Gestern hatte ich geschrieben dass an der ESP an meinem MF 135 6/2590 steht.

Da die Schrift am Typen Schild sehr schlecht zulesen war habe ich heute morgen noch mal genauer hingeschaut und habe festgestelt:

DPA 3230F350

SW57/700/6/2390

SER 463660

Ich bitte um entschuldigung.
 
Hallo Thomas und Mehmet,

Thomas hatte mich im IHC Forum angeschrieben, ob ich hier etwas Licht ins Dunkel bringen kann, da ich bei meinem letzten Arbeitgeber Einspritzpumpen instandgesetzt habe.

Hier könnt ihr die Bedeutung für den Einspritzpumpentyp herauslesen

eup-1137050801-bf3dab8d3b4e4ef93ad03ed6bfed8c8a-1606839351_big.jpg

 Interesanter ist das was auf den Typenschild bei SET steht.

Wenn ich das richtig lesen kann, steht bei Thomas auf dem Typensschild bei SET folgendes

MW46/850/3/2390

46 ist die Volllastmenge das bedeutet, 46 ml pro 1000 Hübe

850 ist die Drehzahl der Einspritzpumpe beim prüfen der Volllastmenge

3 ist der Reglercode

eup-1137050801-426a43be1108c6f045d34fbf015b0046-1606839725_big.jpg

2390 ist die obere Leerlaufdrehzahl des Motors, also die Drehzahl die der Motor haben soll, wenn der Drehzahlverstellhebel der Einspritzpumpe an seinem Endanschlag anliegt und der Motor ohne Last läuft.

Ich hoffe ich konnte euch damit weiter helfen.

Gruß Peter

Suche für Schulungszwecke immer alte defekte Einspritzpumpen.
 
Abend zusammen,

Vielen vielen dank, sehe interessant. Jetzt hab ich auch noch was davon, jetzt weis ich dass ich an meiner esp noch was ändern muss weil er vollgas nur 2100 dreht und das kann ja so nicht sein :-)

Vielen Dank nochmal!

Grüße Thomas
 
Hallo Thomas, und Peter, (den Sezialisten)

danke sehr für die erstklassigen Informationen. Zahlen, Daten und Fakten, das hilft wirklich.

Beste Grüsse aus Bayern von Richard
 
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