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Probleme mit meinem Kabelbaum
Ersteller
Ersteller
Kalle1978
Erstellt am
Erstellt am
25. Dez. 2015
Hallo Leute,
ich baue gerade meinen 12 er auf 2.2 liter mit 3l Saugrohe umgebaut.
Jetzt habe ich einen Kabelbaum vom 2.2l ( so vermuten wir ).
Beim Einbau ist mir jetzt auf gefallen das ein paar Stecker über sind.
Jetzt dachte ich mir ihr wisst vielleicht wo sie ran kommen und welche zweck sie haben.
Da lacht euch schon der erste an. Der dirket am Deckel liegt
Vielleicht Zusatzluftschieber ?
Zwei weiter sitzten direkt in der Nähe vom Pumpenrealis :/
Und noch zwei die direkt am Steuergerät liegen
Habe etwas von einem Zündgerät gelesen was die 2.2 auch hatten ?
Ich habe leider von diesem Kupferkram wenig Ahnung bitte helft mir :/
Euch schonst noch schöne Weihnachten
Hi, Bild eins muss die Leerlaufregulierung dran. Sehe nicht das sie verbaut ist.
Bild zwei brauchst Du nur Drehzahl, grünes Kabel, Masse und Zündungsplus und Plus abnehmen. Wenn ich mich richtig erinnere.
Bild drei, glaube die Stecker brauchst Du nicht belegen, ist schon 20 Jahre her das ich das angeklemmt habe. Evtl. kommt hier das Steuergerät der Leerlaufregelung dran.
Vielleicht wissen es andere Forummer es besser als ich.
Gruß
Andres
Hallo Andreas
Ich werkel gerade am selben Motor rum und hab Dir einfach mal nen paar Bilder von den Bosch-Nummern gemacht:
Vielleicht hilfts Dir?!
Gruß
Andre
Auch Transporter können schön sein!
Ach ja,
die anderen Stecker auch noch:
Auch Transporter können schön sein!
Hallo Andre und Kalle,
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pyca+UDvazozqKtcSaZCRBJQqZi1Uvhkby59O4a6AYDBPn4tL7ewE4dZub66GVPD60jwOycNCEwxyrMDeezd0YZOHSRIf981H6btI42cRueDjJ2D/7ix9kn7CRTc6kzM/OR1GjqoijzHOY+blyL2MHz7NjvrdWTu49LPeTifz5o1vl2bBX3vzql8vg4uWEVBujBKcYVGJGBZjX4QufeOTe1g5rFL7wp7g7rnZo1rKVFk7I12QEfO/PvvdfzhFHpDaGKIvj1kKGGGr7vpXUDaj17UaIWYCElRpmMkp/h1Le4y1E80dRkvCSysr4SRaNkA+QnXVY0YHK5TCMmfYygoKtG4TCFwM4iOU+S0axK6Ynds6n76uvvl7WnaE/eVre+czbASMLWuLpOIrdPwjAoTUMf8ODeEVCyObPb5cHd++UHz69X05Xl8snvvjF0p8PePEE5ywnkec02QjeGCCQHFDN1pDS7QfqWxz14bkZ5seVAkN1frsr6qrMCYm9n/3wf1bACfn06dOarhHSAEKfBQhg2m2uXrpYQw3Tdmr2+NHDhI6NGoI+9elP1hPA53nezZZ4dfVKuXRptSrQTm92dhAGE9+yWbCB2t3dq2cemFUwzzoIsrW9lVC2WBXNbZtSdrd2y3542UwYc0LXO58qq8sXy2zkunZ5NXVZKJPOHZ07Okjl3m5ZieVPrW2XwzsPy/vvvVd+/OhuOb2xUn7pq3+1TFPwJFYtlJzHk8+6XSuAYGK9AfhCeFFqXby5Ltgv+rg3wF0MR2mAa1cP8HPr4zd+57duDgdzVXsuVsaqu9DS5cBNU+Kq31tJo+7FUhYS23/5859PqGEV3oa8Ut757GeyEM6VH//oR4nX23XcJDlUXfhiJaMsRj5LkBNjtDFMueYErDhsHnV4AXgVgLfH6xiFrOFiFudhNibLjoIjVD9ryH5C3lIAmcv4UQA/ufuwbOV6/9bd8qO1h2XqpWvlna98pQyXL8QYYtXhXeg5PnNEcZbN0Wl928RvvRaTADTwACxstIUcuH4LMwyWsjzjhVzGudqz9Wj6G3//b91EKHUhePrRdluWIYWzeAgZQASq+/s/e6++15ufH5Y/+P1/VZ48fiSalLW1R2Vze7O8+847lYEPHzwsD7PD62URO45Ve900Ewtn6RZHFgxc22/zt6074NXjhQBCnFO+/twgRrtXxqG1NBzVBfw83taLm29si+PHZT5jhseRY2O7nD16UjbuPyw/++CD8v7zeO+n3yivfuFzZRCww0wFwXgynjq8SljhiTInewJ370QB1op2z4xTyIVVA5bhNMDVu7eLwkSH6X/4zb9zUzwGUE3Ocw8nVVsLi0t1EoMdLyIqyt+OACfHR+WD998rH374oCxmo/D2Z94q09lkiLWrly/VkNA+7NlOKNjbzwYoIeAwqdmBN+CHXLfLQmQj3orLfICMseptsa5Rcvbmsoe25rEsWUhfCAiPXnBcyHxO/KaTsSzESsfZNU6ysD6+fbt8cO9u+cmTh+XqZ98qr7z9mXIUyxhk5yk3Nn/giAEc12OA2RkZmn2CLw66XTelmJvsDKH7iKg7o7Gpwqd2fRvwwDVOaYDDsKbc3/7dv3tTGHEg053bdiszwOWfXhV5zS/DWFt7Ui4m7m48f1YXUNmJjGQcQS9evFAupQ2N61ev1QMqgFv1N2NtLHxzy/0kVhpFhDGeI1y0uEnZLS5yV3ywNM/WFynoMB6ynJDi8wWbsN3E+0BQZuOd06F7+uRZ2bv/oNz56XvlVhbT+4d75RNf/tWy+sbLZboey8ay+1FWFkd0bZy68xCWPF0GNnIJSRZ/b3B4AGUAejYbIh8SAbVasuUM2AF/Ol7WwMW3ol8r+kuBp7/9ra/dJJyjWIsBDQPhQrb8x7F4bXZQdmwWUzmtfJuwX/7SryWud3noyspyttML9aArOCbsvJ/4ayt/lLDyOHQcAXiJIbtJ2hZwT8XLWKjcXKWzZQwD3mKJSfNX5ce1NwK6fo+i+GMWGou5HC+YOUjat3tQjh4+Kftra+XDO7fLh8/WypMIakNz8fWXy+DCUt2lOqu2A45QNZfn1eNxrDiGUfPqyGNeFqmwVgAOAjhv/TiIvJ3SejEy/f2uz5HBXfn4mBo6v/8//v25MEBYE9pxEtLVe5EKncWCr129Epfw3jEAHOyV7WxoZuNSl7L4dZ97jerEjxM37969V54njRwM5mMZw9Ql/022YJFaWHB+bPV3bJuUM4q+mh0eoRx1ers+zhwYtQ+g5L3t3TIT2ju7W6G7Xp6uPy9vvvlWWZ4elAu9QenvxGP2DspWwL774E55+PxJmcsW/doXk2NfWC79Yb9MYnSyqGBeekkGxscJY4n155nHuQlAZ7N3ECYa2A04a43Y7ZBqZAEPrxWXF6/n9Gd0lKO+Fd5KLoDXnbf14L/+x98PzfP66YFjUtYN7P39wwBo605D2a5HcGfJ4tvhYVbxTPQo8Zurt3xUViOf9cmBg57zs2g+ExrDioQr1oO5iJPQslPj9upK0kMLVjxs4eJKVs1e2U6b3e1iMqhJPMWbma0DB0jH5Wq878bSxXL2bKtMNnbKZPewbK5vlDuPH5bHx/vl+md/qbzx+XdLL7tTYSHI2Q6YsvK5n4W3fk0VPoUQcby+Xa8nhB3gtfuL8AAX4Elj8aQORsAlu/7kQltiAU91zvApy9dhxus7/c1kKQgYgDBLVcRi/3QEUP2aNZN0p31RQp7l0xbD2aR5l1YvV2vu9wex0qwJ6fMs6aOPcWQ/4rnFUtiSpZwmJCVfLPvxlFFcbcX5iFgYRY6zixxLB8P0fOpAcp7Q1IsRXMlucnSQlOzRejnJDnMnQt178qj89PGDMl5ZKG995UvllbfeLGfhrxeL8qJXmQ4dsVqI8w2JfIgyyAScGo9fPCv1ZDFyt9DgLv0TLgFLGa34ra7Vs2g0hULZFoMzljH3/uSP/rBufADB7A0Cvrjq810dDc6M+e2Fb1LG3V2zpO9ZeZjUz9wrsVLuD1TWQ4lPHq9lw7ReaT3LjtDbbTEeTSeMAy9xt3bK61eul4vDhe7EUeAZ9Et8ph5I6esFRu8kO9Od0I7HTsWTDuIBG3vbZe0gtCdH5cqnPlFu5FrMRqhUr54qi5cv1neY1oReQGinnuSBo7utP15dvtjyhob8TjzVNTDRAGTW0A6PFBYOO32MgUMDvYacFxcZzF3H/+X/+eNzWgCK3SSzZ8VCjMSfxetI49poneYcnZp3Y2OrpnUv3XipnugRqAqVSVn/7s5eXZDRuOuAf7P7LPpaFtmTZBNf/FTStZXVsvf4eRnFIre3NstWNi9zy4vlPPF0ZtSdtlmst59nI3OcXXEUsZvwdpaYO3Npubz2zpuln9T09LxXs5pRlBczzrY9u9oA4vWa+YGBt48sUcgMwN5NxolqHSsEtDk9V6VkDBktsuQHLgXoAxP9jEG3HQn4bax2/Sim0vyL7//ROfR9mgx0LyQQNMhusIEM+N20U8bt23dqfXWR/EP4pZdeqm7JfRSxa2NjMxN3O9XjAIWx+wFZ3D+KEo7v3S9feuvtbvHrJ0NKWtbTN/H/6DxWHA8YB4ijxEVHs/tH46qIYUCeu7hUlq9cLiurl5K6JQYn7z9JyOhnQe6FX+mfU0lgksvaInUjuAvPdrxkVcTu4/Qnq7Z24V2GVM+6Ewq1kwPg2uvY3IHJmtNUf7vUNwPs2oLW9/77fzj3lSurBaIAzwUM8MYE0J5NoI+d4/NsKjDdLaC23omr6fdXPvlGNN19uYVWE85iqp9LP0xvPHta7v3wR+XL77xbhpOEqdDcj4JOzZNrPxurwwC+cnm1DJLvL2bBuvLqa2Xi5D9Zx1F8WzgYZVGdj7Lmcw/eZRzgsj0qs9kFT6LknSiWLJ3Su7/YUBgCXvAnnKpHD2+dpXafXChCWrNU7Q08z8D0G7jqWXizbsU4V+vT+3d/+M/OAdmKSWo+zrVC3KcKCosVn/3ZhXASs6qpFIYxvriYa3kpv3/xWYQ1QcFA98a/Y1z7NZ/uxhrOMr5EIXNx78MsrNqFOJ/HbWRT87nPfb5uvOpfIIjHsXaWaxFsc0fOMkooCWplOzSG+S2jmktY2Y4Sm8GQAWCyDbyQUb06MksbzQ0cONQvtcI7YIGJN7TclQZ6A7iz5M6am7K0N8Uo09/+B1+7Kcay1qYlQOmAuGxEPDZI6LH4mchLAd9jyFgwbsF8vu5L2y7v5MYAoZyTMIie8XU7HwYdeQoD/gxjJh5ylLqDtKVHOc2c/QA5EI8vZOHLQrXLA9OOH9t96Zk/87BAx/bKsbEBr3rnSWJuQlAmq+A4izF3i8364LmzyC6VFcN5Ft6026SEQG0nr/paMj7VdU2r37i8AFY/fXh48yJ1SrNu9fXbQjk2S6kLTu60vhOgEDs4PKgKoHlMa1cv3VqNuyPEcray2MlB0ZNb68NyTBZZqiIWs6lZWJB2ZjNhcXy+lbmX6zfdU/GWQ9adsVMRpi++BtCDeIYXAzvZtnt5W3Pz+cVkNAkrvnjNmJl+4nDwWEj/4v1jwJqNrJNqNN1hEq9iFKwbX/gEEFAOHPcm/HhNqA3vYrazj9ZHf8WxdHvjpU4bJXagdp5hLs/NuvWpig/g0//0n3znZrfr89mDneAo7n9Yv+FYSFp49fq1+kUo0F566UYGWzi4c3LwbMt9PSuVQtABl/Nzk1AEZut3ILEY9V5MYKblpbNZ4Owqncjt7G7Xt+3x4e4YOHfHCzX/B3nuw/RzlOzbwC1hLcIxTd/BLGZMVs0yiuK8VQJYNJQ5Ek7CK4vET13oA0a3mclGJON5QDWQQRbMPNevFwK2fnbP/jlG0KbU+lz5T6WpANO6UF/KvAAaTcXaxdPJPf27X//bNxv64hjrRsSCubJyscZxA8VrcdLLhmYFJt1P6meMz4O1Yxao2mnW1Uo3rvsTQFZ+FEX66wHx1is7HzsuLsyXuczl8wc8OTybRLZ6qBS6MiWC2qRQqlNGMFTriYXuHx9kouTz/cCTufDIEt2bWwt10kt8zMY7mnE4tPK7PVfLjkVXcBNG0CHXR1dotdLN0y2s5G+gK+5oVsy++5/+4FwoaW4gF9dBCFlYWikrF1YCVLbBedYHI8293IUWIBwEeItvY9Tnxu5tMoLSNN/3u/aNFMIEC6d9J3EsifXLbJytHJ3FfWM1wBj79iP1ADM3BbA+XsJonob3+cX5qqDl8O2jHe6vL/7qu9E818UyoWo+HsbSrTc3rt8o88nlFTjoh39ewKOdvfsw1JlKRd9/YyQND5cxvN149QBWGr+w6P2v//ZvzzUQktk3CwfA2dl5jev1VVOICDVCCYL+kgyoxoldctqt7BrtQrFDCG2sqFpf5rAGoA9sdRYdf3hLqI5OLCubC18zCUFAw6ywYPx+aF9YvlAVV8enD1pbO9v5LXR1nyMr+KYQ6w9+KZNcTbZmxfhBR3+XBAIw1ip3belc+3tBUp9TPGtX0FHvrp4nm7dadOZ2+X3iqPv3vvW1m42AQbSkEVMO4dUTUD0hDWb9+nYKcpZtUqdmySDCdJvExO4sBdjtN/ravN+sHwSFFvCBLt667j94UMGw0FUN1muSdSBhK4sieoSqlhhBjbUfADKGpHPu1YBCGziUZ25GQC6/ydQufSUAeOTNrT6Mg6jy35Tmt/Gt3oVmu7er9TP/URKQJATdNhUzbQKdgGxyTDeChGRRrHt+NP/iJXD3N5strutjLLdVbxyaFOi6fv16tSQ7WvXmPwxNQvIKSgSI/L+Fuc61O7fcjjWbA294qULln7n1NcZFQMrQ7t54RFv8VteAU28Ol2KMNnO2eZs1W4P010d/9X437JSmWEWfJmdVtP8ApzJu8jRgzqWT2GmCLsR0Z7/Xrl1LOte93TdhR3BQ46FirH4KwdBtNAmiDs3LXo1l5+hcXYZzdHQQXlj9aeKtVNW5hi24/w+ApJFx9/1sbAiDFp7wKMtC09VAq5Ydj6hKSN8mQ+2XxU27yzNetcOBMZCHMnmyuz5NgUKX4jdZFHft5sIbBSnq/Hbhy5+ST/+j7/zOzaalCngmc/fMVX1BSiDMymkpKKSqMBjTD9hx4rKz3VmnDQSaVUmhYeEyobhIMAw2zWN88cUnxp6bl7irw4s+hAeuTESsBniLs2yvPbMupdJL6HE3jlea1xyAbcajrt21NUusc+U5DNRzFkXap+iPP2NcDWC8ekYbX0q714Vdrv/1r/3Nmwi4GvCNaRlIl4dmax9X9pvGEWUdYmgrrMgii2khhac0YS2CTh6ljNJMY4EMSEy2vwX1+YPx6prC1KPXrJrHeQG99sQLtA5Y8Z+SjMMfGsbbIzQ66owHtt9kaPUKXvQ1Dzro6g90v53hK/oAVF0rrb877Bo+nsmvjfJlRcG3WxRdXFYMxTyLuHPnzkeLCDCUxiRifku1MGGCJgihOib91YQvuLrTRpaCXmujAHc73ZpFZB51vmWUFXn99mEWTxuTtnFpMfV2eBPz1XnGHz7qPKEh3DEY7Yp64cJ8+AREA5ks1TPDq+dmse5CWJe58NTuLF0xVvFMMZTrN9nQaIpTZy5zqp8iCCHl0l7q+pKK8IqcGAiyFUW9DzK9fXb+4EyD/e9s74SZzo2qFYX5tnAAzjaYEimFEJQLRMxoB4TfLS3FqLGY9MKCEOgq/tpBeeWVVyrI+jIINN3RBxzvM8ZY4QhA2tXpYx5tFNPAaIagoOd7yraZyf8+UqD/uxBn+/hFEw9CrOI3Q8SbezPmGhkS/Kb/8e994ybQAGLrTYuA9F2JFM8dUYdVD2JtrNeu08mhz8McXvk4p34qENDQIQDQvQRmOcYD3aSegduElhLW7XvuCoEJ0oDUH+NAA5acXWakmIcnWgTFdYZhHPosWjHWM2OiRPybi9W5zOHZHeD6+w1k7Y4Z8Adof7D7wQcfVC/FDyDx1OiQj9cxIHyQxbzdId+LNVFH1sjSEagNqTOBwyaDELl9+3YVThvGWZ7tNdC8fGguafKW8gHfeEy5mtb1qYzagkfv3t6HVObzHeHgo+xFtuJTtvX1Z7HYnRpiHKbhwRz4JZhvZMyPl6bwFkLwKncntN/AsmaQUwGssdqAaDyFU0KrM4fvJWVh5sC/NrI1rNDRT73fePDJhb/EIKt6377UjY+O0FeattwtkvJOgiFKCLvLGlJCQMF4XfXT7iMhzFNgfa2VNhN5xhwmzGWMu2xHm7m0YcwchCYYxvHS5jm0HY/CeB26QDHGgmy8lI2Voq3NGLTlMWhp82ZLaSAYp40irFnq8KCdAWkLwRhD9/8p0zxG+6uvvlr3C2go7sY3+Squ4d9dPYinf/u3/vpNg9okAACEf0BFhPCAdDVGMW+X2MCsR5YvLoDpZ2KCq9NffQ0NAaH7c8Pui4CPu7GCQXTNq82zhWsUS6VwIVBmor4qJbtcv4U3/dU1sNtutAKfenwxHv3VuRRyNg9sew/f6oRQjfPthYULD7xHvX4Kego5KMqlTb05FS9hpgZx4UMvZM/PymlcuBfD7fW7AyECOw0UMzEEcAXghFCHKFfTNjPw5jtEfd00G8vO79OzkzJaTGaT54Oj/TI3GtZvsIfz3R+Ruiilm6tz3075lDsX72LpvYSZq+Xy6tV4TRdPKRiAFl/flPgiAC0AGg+Mk9CtfhvQDgLAdkKFuvmA5T2oy2fP9dPn0LliF5ysy+GXtqWV5foXcP6PGXrZj9Q3QglpznZWLl6oymkKw3czGncYiQwU3tWNy8xUr/x/cbzUBCtt73IAAAAASUVORK5CYII=
grünes Kabel = Drehzahl von der Zündung nehmen, ist auch grün
dickes rotes Kabel=Dauerplus
Masse müsste am Kalibrierrohr direkt verschraubt sein
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Das Bilder einfügen hat mit dem Snippingtool nicht funtioniert.
Ich versuch es noch einmal.
Das mit den Bildern hat nicht geklappt. Versuche es erneut.
Braucht man diese ganze Leerlaufregelkram oder kann man auch ohne das Auto bewegen ?