Raid Nightflight - M40 - Zusatzinstrumente

NanoM · 30. März 2011

Moin,

verbaue gerade Zusatzinstrumente von Raid.

Folgende der Nightflight serie:

- Öldruck ( mit Öldruckgeber )

- Öltemp ( mit Tempgeber )

- Benzin gemisch

Habe mir dafür einen Instrumentenhalter für den DIN Schacht besorgt. Und einen Y-Adapter mit m12x1,5 gewinde für die Geber.

Für Lamda abgreifen hab ich die Belegung schon per Suche gefunden:

1= Sondenspannungsmasse (grau)

2= Sondenspannung + (schwarz)

3+4 = Heizung (beide weiss)

Folgendes Problem:

Der Y-Adapter passt nicht beim Ölfilter gehäuse. und scheinbar brauche ich sogar zwei Y adapter wenn ich beide Geber verbauen will.

Der dort verbaute ÖL-Druckschalter gibt wohl nicht das richtige Signal zum abgreifen?

http://s1.bild.me/bilder/110211/thumb_9371530_l-filter-geh_use.png

Ich habe dann noch hier einen Tempsensor gefunden der auch M12x1,5 hat. Ist der für Öltemp ?

http://s1.bild.me/bilder/110211/thumb_6407286Temp_sensor.png

Und hier ist auch noch eine Verschlusschraube aber ich glaub da geht garnix.

http://s1.bild.me/bilder/110211/thumb_7213841Verschluss_schraube.png

Wenn ihr sonst irgendwie wisst wie wo ich mir die Signale abgreifen oder die Geber verbauen könnte, lasst es mich wissen. Bis dahin frohes Basteln =)

Mathes318iA · 30. März 2011

zum anschluss der geber: hol dir nen ölfilterdeckel mit gewindelöchern. da kannste beide geber einschrauben. gibts u.a. bei ebay.

den originalen öldruckgeber kannste nicht verwenden weil der nur nen schalter ist. druck okay = lampe aus. druck zu wenig = lampe an.

den temperaturgeber den du da im block gefunden hast ist der geber fürs kühlwasser. obs jetzt der für die motorsteuerung ist oder für die anzeige im tacho weiss ich jetzt nich. ich verwechsel das immer.

achso es gibt noch ne möglichkeit für den öltemperatursensor. am ölfiltergehäuse ist ne blindschraube mit passendem gewinde. aber da ist dann nicht viel platz zu drehenden teilen des motors.

NanoM · 30. März 2011

die ölfilterdeckel sind stark! leider sind meine temp und druckgeber nicht wie die VDO M12x1,5 sondern "1/8" 27 nptf" .. ich weiß nich genau wie groß das richtig ist. Ich müsste dann noch 2 gewindeadapter verwenden. nicht die beste lösung

Mathes318iA · 30. März 2011

na 1/8 zoll (nehm ich mal an) sind 32mm. so nen fetter geber?

NanoM · 30. März 2011

egtl sind die kleiner als m12 und haben viel feineres gewinde

Mathes318iA · 30. März 2011

ich hab grad mal nach bildern gesucht von dem ding. kanns sein das mit em 1/8 nich das gewinde sondern die länge des gebers gemeint ist?

wen das sensording dünner wie M12 ist dann mach nen adapter dazwischen und gut ist.

Jürgen is · 30. März 2011

ein 1/8 Zoll Rohrgewinde hat einen Außendurchmesser von 9,73mm. Ist also kleiner als M12x1,5. Dafür sollte es Adapter geben.

Gruß

Jürgen

Mathes318iA · 30. März 2011

wie kommste den auf den wert von 9,73?

Jürgen is · 30. März 2011

schau mal in einer Gewindetabelle nach, da stehen alle Maße für Gewinde drin. zB hier:

http://www.gewinde-norm.de/whitworth-rohrgewinde-fittings.htm

Jürgen

so, habe gerade gesehen, dass er ein NPTF Gewinde hat, das ist amerikanisches kegeliges Rohrgewinde und hat einen Außendurchmesser von 10,21mm.

Bearbeitet: 30. März 2011 von Jürgen is

Mathes318iA · 30. März 2011

wie komst du und die anderen bei der angabe von 1/8 zoll auf 8,xxmm? nen zoll ist 2,54 cm und wenn ich das durch 8 teile...... :frage:

blackwestperformance · 30. März 2011

Hab mir für meinen selbst nen Deckel gebaut und rot eloxiert (passend zur Wagenfarbe:D). Ok, nicht jeder hat die möglichkeit dazu. Aber alles so wie man es will.

Bild kommt morgen! ;-)

blackwestperformance · 30. März 2011

Obwohl, kanns euch http://e30-talk.com/data:image/jpeg;base64,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 vorenthalten:

blackwestperformance · 30. März 2011

Jetzt aber!

NanoM · 31. März 2011

Sieht doch schnieke aus der deckel!

Ich hab nun erstmal die Blindschraube am Ölfilter gehäuse genommen. ist echt wenig platz aber durch den e-lüfter umbau ist das kein problem. Bild zeig ich euch noch. Würde aber mit einem solchen deckel wesentlich professioneller aussehen. schaun mer mal.

das mit dem gewindemaß ist echt merkwürdig. komische US maße ...

Jürgen is · 31. März 2011

@Mathes: bei Rohrgewinden bezieht sich die Maßangabe im Prinzip auf den Innendurchmesser des Rohres. Genaueres siehe hier: http://www.gewinde-normen.de/zoll-rohr.html

@NanoM: was Gewinde betrifft, da kochen die Amerikaner ihre eigene Suppe. Da hilft nur genau ausmessen.

Gruß

Jürgen

Mathes318iA · 31. März 2011

@Mathes: bei Rohrgewinden bezieht sich die Maßangabe im Prinzip auf den Innendurchmesser des Rohres. Genaueres siehe hier: http://www.gewinde-normen.de/zoll-rohr.html

ist doch völlig egal ob aussen- oder innendurchmesser. ich will wissen wie die auf knappe 10mm kommen wenn die 2,54cm durch 8 teilen.

Jürgen is · 31. März 2011

ist eben nicht egal. Das Maß 1/8 Zoll bezieht sich bei Rohrgewinden auf den Innendurchmesser des Rohres und hat absolut nix mit dem Außendurchmesser zu tun. (les mal genau den Text im Link)

Bei einer normalen Schraube stimmt deine Rechnung mit 25,4mm geteilt durch 8.

Jürgen

Mathes318iA · 31. März 2011

jürgen es ist doch völlig egal was man da misst. obs nun nen rohrdurchmesser oder nen schraubendurchmesser oder die entfernung zum mond ist.

warum ist nen 1/8 zoll nicht immer 32,xxmm?

ReVolver91 · 31. März 2011

So Mathes vllt hilft dir dieser Link ja http://www.gewinde-normen.de/nptf-rohrgewinde.html

Die Amis haben halt ihr eigenes Ding was Gewinde betrifft.

Sprich die Angabe 1/8 beim Zoll-Gewinde hat nichts mit dem Durchmesser zu tun, da 1/8 Zoll= 3,175mm sind

Mathes318iA · 31. März 2011

ihr könnt mich mit links zuballern. da steht zwar überall drin DAS es so ist aber ich will wissen WIE die amis das rechnen.

Jürgen is · 31. März 2011

ob Rohr oder nicht Rohr, 1/8 Zoll ist auch keine 32mm.

ein Zoll ist 25,4mm, geteilt durch 8 ergibt 3,175mm.

Jürgen

Mathes318iA · 31. März 2011

ob Rohr oder nicht Rohr, 1/8 Zoll ist auch keine 32mm.

ein Zoll ist 25,4mm, geteilt durch 8 ergibt 3,175mm.

Jürgen

okay da hab ich mich mitm komma vertan aber bitte wie kommt man jetzt von deinen ausgerechneten 3,175mm auf die 9,xxmm aus der tabelle?

ReVolver91 · 31. März 2011

So hab da mal die mal was gefunden was vllt hilft:

"Als man auf die Idee kam, es könnte vorteilhaft sein, Gewinde für Wasserrohre nicht individuell (sozusagen als Prototypen) anzufertigen, sondern für einen bestimmten Rohrdurchmesser auch ein bestimmtes, immer gleiches Gewinde zu benutzen, legte man Normen für die Gewinde der gebräuchlichen Rohrgrößen fest. Und die Rohrgewinde benannte man nicht nach ihrem tatsächlichen Durchmesser wie die Befestigungsgewinde, sondern nach der lichten Weite der Rohre.

Zum Zeitpunkt, als die Gewindegrößen festgelegt wurden, standen für Leitungsrohre noch keine Werkstoffe mit sehr hoher Zugfestigkeit zur Verfügung, so dass die Rohre, um genügend druckfest zu sein, sehr dickwandig ausgeführt wurden.

Als dann im Laufe der Zeit immer hochwertigere (zugfestere) Werkstoffe zur Verfügung standen, konnte man die Wandstärke der Rohre stark reduzieren. Hätte man aber jetzt den Außendurchmesser der Rohre reduziert, so hätte man neue Rohrgewinde festlegen müssen, was zu Schwierigkeiten bei der Reparatur und Erweiterung bestehender Anlagen geführt hätte.

So vergrößerte man statt dessen den Innendurchmesser der Rohre, beließ es aber bei der traditionellen Bezeichnung. So kommt es, dass heute z.B. ein ½“-Gasrohr eine lichte Weite von etwa 5/8“ hat, aber immer noch ½“-Rohr mit ½“-Rohrgewinde heißt. "

Mathes318iA · 31. März 2011

@revolver: :applaus:DAS ist doch mal ne erklärung mit der ich was anfangen kann. ich hab ja selber google schon bemüht aber das hab ich nicht gefunden.

dankeeeeeee :winken:

Jürgen is · 31. März 2011

steht aber genau so in dem Link, nur nicht so schön formuliert, wie es revolver geschrieben hat. Aber Hauptsache ist, dass du es jetzt kapiert hast ;-)

Jürgen

PS: der Themenstarter hat wohl in der Zwischenzeit schon seinen Deckel für die Geber gedreht......... :ironie:

Anmelden

Raid Nightflight - M40 - Zusatzinstrumente

Empfohlene Beiträge

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Link zu diesem Kommentar

Auf anderen Seiten teilen

Deine Meinung