file:///C:/Users/Woitek/Downloads/VIESIER%20Keska_Huelsentrimmer-8.pdf
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)
Etwas präziseres und schnelleres gibt es nicht !
Siehe auch meine zweite Auktion (Hüsenaufweitedorn) !
Wie funktioniert mein Trimmer ?
(Animation)
https://youtu.be/g4-J5eG-vd4
https://www.youtube.com/watch?v=oZgYw3bli5w
Wenn Sie Fragen haben, dann rufen Sie mich an....
0162 453 99 34
oder
keskawojtek@wp.pl
Hülsentrimmer mit auswechselbarer Matrize für jedes Kaliber
Trimmer .
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135,50
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Matrize und Gewindestange von Kunden modifizieren - einpassen
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15,00
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Summe
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150,50
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Trimmer .
|
135,50
|
Kalibrier- Matrize.
|
?
|
Matrize und Gewindestange modifizieren – einpassen
|
15,00
|
Summe
|
?
|
Ersatz Fräse 16,00
ZWEI WOCHEN RÜCKGABERECHT
Hergestellt aus Stahl, Bronze und Holz.
Gedreht Gefräst Geschliffen
Fräse hergestellt aus HSS Stahl.
Case trimmer mit wechselbare Matrize.
30-06 Spring. 7 x 57 Mauser 6,5 - 284 Win. 22 - 250 Rem. Vorhanden.
Andere Kalibermatrize auf Bestellung.
Kalibrier – Trimm Matrize ist entstanden durch abschneiden des oberen Teils von der Kalibrier- Matrize. Wechselbare zweiteiliger Matrizen Satz bestehend aus Kalibrier – Trimm Matrize und Setz Matrize.
Warum ist mein Case Trimmer besser als andere ?
Arbeitsschritt „Hülse Trimmen“ ist eingeführt zwischen Ausstoß des Zündhütchens aus dem Boden der Patronenhülse mit gleichzeitiger Kalibrierung der Außenmantelfläche (Außenmaße der Patronenhülse) und Kalibrierung des Innendurchmessers des verjüngten Halsabschnittes der Patronenhülse.
Das Kürzen der Hülse mit dem Trimmer dauert genauso so lange wie 3-4 Umdrehungen mit der Kurbel. Also ca. 3 Sekunden.
Aus diesem Grund entfällt unnötige Schritte wie:
- Sortierung nach Länge. (durch zwei – drei Kurbel Umdrehungen fräst man jede zu lange Patronenhülse ab).
- Fixierung der Hülse im Hülsen Trimmer.
- Entfernen die Hülse von der Trimmer.
Mittels der in den Trimmerhalter integrierten Verstellmutter lässt sich durch das Drehen der Verstellmutter in oder gegen den Uhrzeigersinn werkzeuglos eine Feinjustierung ( 0,05 mm; 1/508“ oder 0,002”) der Position der Fräse vornehmen.
Im Vergleich mit anderen Hülsen Trimmer besitzt diese Hülse Trimmer keine Führungs Dorn.
Dadurch gibt es auf der Geschossseite der Patronenhülse keine beschädigte Innenmantelfläche.
Beschädigte Innenmantelfläche der Geschossseite der Patronenhülse ändert die Reibung in diesem Bereich, so dass das Geschoss beim Abfeuern einem erhöhten Druck unterliegt. Dieser erhöhte Druck führt zu einem Anstieg der Geschwindigkeit des Geschosses, was einen großen Einfluss auf die Genauigkeit hat.
- Im Lieferumfang ist ein Trimmer enthalten, die abgebildete Matrize und die Presse gehören nicht zum Lieferumfang.
- Verkauf nur nach telefonischer Absprache der technischen Details.
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