Syöttöautomallit.
07.01.2024 7.00
Perinteinen ja lähes ainoa nykyajoissa käytössä oleva syöttöautoyhdistelmä on 76 tonninen ja 4+5 akselinen. Erkikoisluvilla on ollut testikäytöissä 85 ja 84 - tonnisia syöttöautoyhdistelmiä , joitten akselivalikoimat ovat olleet 4+6 ja 5+5. Nämä 85/84 tonniset yhdistelmät vaativat täysin räätälöidyt olosuhteet tuottavan toiminnan takuuksi.
![Raakapuuvaunut - Sp, Sps, Spa, Spar | ammattilehti.fi](data:image/jpeg;base64,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) Tämä Sp,Sps,Spa ja Spar vaunutyyppi toimii yhteen optimaalisesti räätälöidyn 76 tonnisen yhdistelmän kanssa.
![Raakapuuvaunut - Snpss, Snps | ammattilehti.fi](data:image/jpeg;base64,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) Snpss ja Snps.vaunutyyppi toiminevat mitotuksiltaan ja kantavuuksiltaan yhteen vain rajoitetusti 85/84 tonnisten erikoisyhdistelmien kanssa suoraan autosta vaunuun lastattaessa.
Tuo perinteinen 4+5 yhdistelmä kuormaimineen sopii oikein valittuna erinomaisesti sekä kuormapaimoiltaan, että tilavuuksiltaan perinteisen Sp,Sps,Spa ja Spar tyyliin "paukku ja pupu". Samaten uudempien isojen Snpss ja Snps- vaunujen tilavuudet ja kantavuudret korreloivat melko hyvin 10-akselisten kuormaajallisten yhdistelmätyyppien kanssa vasta 90 tonnisina , ja käyttö alkanee yleistyä 10 vuoden kuluessa,sekä laajemmalle koeasteelle ehkä jo lähivuosina.
![](https://www.terminator.fi/api/thumbnail?img=https://asiakas.kotisivukone.com/files/terminator-xxl.kotisivukone.com/.album/1633604670350_2_small.jpg&width=100) Autosta suoraan junavaunuun lastaus tapahtuu pääosin Sp,Sps,Spa ja Spar vaunumalleihin.
Samaten 4+5 yhdistelmä sopii mitä parhaimmin 68 tonnisen siirtoauton työpariksi. Tämän paketin ehdottomia etuja on niitten mitoitus, joka sopii erinomaisesti metsäteillemme, sekä ilman erikoislupia kaikille yleisille tieosuuksille.- Tilannetta parantaa entisestään yhdistelmien alle 22m yhdistelmäpituus, ja sillä saavutettava 2.60m pankkoleveys.XXhj.7.1.2024
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