VMPK ry Foorumi
Moottoripyörät => Japsipyörät => Aiheen aloitti: Mika Saarikivi - Helmikuu 26, 2020, 19:52:04 ip
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Oiskohan kellään heittää vinkkiä mistä saisi hankittua VF 1000 R:n takavalon ympärysmuovin kiinnitysruuvit; ilmeisesti M4 kierteellä ja isolaippainen, ristipääkiinnitys?
Muita kateruuveja vielä saa, mutta tätä kaiketi kierteen pienuuden vuoksi ei ole muissa malleissa?
Brandt, CMSNL, NutJob, David Silver Spares kysytty jo :D
Alla kuva kohteesta ja mahd. vinkeistä kiittäen.
(https://forum.vmpk.fi/data:image/png;base64,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)
[ylläpito on poistanut liitteen]
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Oiskohan kellään heittää vinkkiä mistä saisi hankittua VF 1000 R:n takavalon ympärysmuovin kiinnitysruuvit; ilmeisesti M4 kierteellä ja isolaippainen, ristipääkiinnitys?
Muita kateruuveja vielä saa, mutta tätä kaiketi kierteen pienuuden vuoksi ei ole muissa malleissa?
Brandt, CMSNL, NutJob, David Silver Spares kysytty jo :D
Alla kuva kohteesta ja mahd. vinkeistä kiittäen.
(https://forum.vmpk.fi/data:image/png;base64,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)
Onko sulla yhtään ruuvia josta voisit kuvan ottaa ja laittaa tänne näytille?
Mulla on muutama M4 ruuvi, kierteen pituus on vain 8 mm. ristipäisiä ja "aluslevy" on ruuvissa "kiinteä"
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Valitettavasti ei ole yhtään itsellä :-[
Mutta auttaisko nuo kuvat yhtään, toki mittoja ei noissa näy?
Mikähän on sun ruuvien tuon laipan halkaisija?
[ylläpito on poistanut liitteen]
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Ei ole minun ruuvit yhtään tuon näköisiä, valitettavasti niistä ei ole sulle apua.
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Kuvittelisin, että jo löytäs ruuvin, jonka tuo kanta (se ristipään paikka) ja ehkä se kupupinta ois riittävän lähelle samoja, ja siitä etteenpäin, eli kannan halkasija, tuo kierteetön osa ja itse kierre, olis suurempia kaikki, ja pittuutta reilusti ylimäärästä mistä saap pakkaan kiinni, ni taitas sorvari saaha pyöräytettyy toivotun? Aineen poisottaminen on tuossa tapauksessa helpompaa ko lissääminen, luulisin. Siis jos ei mistää löydy valmiita, tietysti. Pintakäsittelyn, esim. sinkitys, joutus vielä teettämään, jos eivät oo alumiiniä? Jos muita kateruuveja löytys, missä ero on vaan liian iso kierre, sekin taitas olla sorvissa korjattavissa, mutta runsas ylimääränen pituus ruuvissa taitas helpottaa sorvarin elämää, kun ois mistä kiinnittää? Ikinä en oo kyllä sorvannu, että arveluja vaan...
jv
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Kyllä, juuri näin mietin itsekin ja kun kaiketi alkuperäisten hakeminen ei tuota tulosta :P
Luulen että ko. kantakoolla/-tyypillä on helpompi löytää vastaava ulkonäöltään, sen sijaan itse kierre voi olla 4-6 mm tai jopa peltikierteellä.
Ainahan vastamutterin voi korvata toisen kokoisella tai jopa peltimutterilla.
OEM varaosanro noille on :90111-MJ4-000
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Kysele kiinanmönkkäreitten kateruuveja, tuon tyyppisiä olen huomannut joissain malleissa olleen.Olisikohan esimerkiksi Wandamotorilla?
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Samanlaisia yritin itsekin etsiä Kawasakiin, en löytänyt.
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Toi suara osuus ei oo onkelma jos muuten sopiva ruuvi löytyy, laittaa siihen pikkusen putkenpätkän kiärteen päälle.
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No on oikea velho ruuviksi!
Ei kai kellään ole oikein kunnollista valokuvaa,
että millainen se ruuvi oikeasti on?
Muutama mittakin olisi asiaa.
Sitten kuvan kanssa ammattikoululle tai kurssikeskukseen-ja ne
automaattisorvilla noita hatullisen hetikohta valmistaa...
t. markku
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Tervehdys!
nippeli kauppias myy M4 kuuskolokantasia ja M6 kokoa ristipääkannalla. Molemmmat tosin kierre loppuun asti.
http://www.nippelit.com/1st/html/default.asp?id=8191&editmode=showmain&s=1&p_id=8186 (http://www.nippelit.com/1st/html/default.asp?id=8191&editmode=showmain&s=1&p_id=8186)
-iippo
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entäs tomne, onk liian lyhyt? https://www.sip-scootershop.com/en/products/screw+m4x10+mm+_26897600
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Näitä mulla on pakissa paljon, suht sama mutta kuusiokolo.
[ylläpito on poistanut liitteen]
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Kyllä, se tässä tekeekin hankalaksi, koska mittoja ei ole kun omastani puuttuu kaikki neljä kpl ko. kateruuveja ;)
Jos OEM-henkeä noudatetaan kuusiokoloversiosta löytyy variaatioita, muttei se ole alkuperäinen. Ja toiseksi kun muut kateruuvit ovat ristipäisiä, niin hermo ei välttämättä kestä katsella montaa erilaista versioita...
Mutta tuo Wandamotorin versio on tähänastisista lähin, pitää vaan tuon laipan halkaisija varmistaa.
Ja kuten totesin sisäpuolelle voi muuntaa kierteen eli se M4 ei todellakaan ole ehdoton. Enemmänkin se ulkopuoli merkkaa.
Joku ystävällinen VF1000R omistaja jos saisi mitattua, niin sehän ois varsin kiva juttu?
Kiitos tähänastisista vinkeistä!
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Olisko tuossa mikään lähellä? Myyjä ei tosin kerro suoraan ruuvin mittoja.
https://www.ebay.co.uk/itm/Honda-CBR-125-Mod-06-Verkleidungsschrauben-JC34-Original-Satz-19-90/323806731992?epid=1014507495&hash=item4b64629ed8:g:VQUAAOSw5VFWO8hW (https://www.ebay.co.uk/itm/Honda-CBR-125-Mod-06-Verkleidungsschrauben-JC34-Original-Satz-19-90/323806731992?epid=1014507495&hash=item4b64629ed8:g:VQUAAOSw5VFWO8hW)
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Varaosanumeron 90111MJ4000 Googlaus antoi seuraavan osoitteen http://jannesmc.com/wp-content/uploads/Lista-med-Honda-originaldelar-.pdf (http://jannesmc.com/wp-content/uploads/Lista-med-Honda-originaldelar-.pdf) . Ruuvi löytyy listalta, saatavuus ja hinta selvinee kysymällä http://jannesmc.com/ (http://jannesmc.com/)
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Taannoin tiedustelin tuolta(kin) mutta ei vastausta kuulunut, lieneekö ollut talviunilla tuolloin 8)
Mutta kysästään uudestaa, katsotaan mitä vastaavat.
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Menen käymään Jannen luona loppukuusta.Poikean siellä joka kerta kun olen matkalla Veteramaan.Montako ruuvia pitäs löytää.Laiat yv: