Vector Fins™
Vector Fins™ pair - V4-15HS SPS70E
35 - 40 knots
Artikelnummer: SM194624
Anpassad för högfarts-yachter i storleksklassen 23–30 meter, V4-15HS Vector Fins™ har Sleipners signaturdesign med böjd profil, som ger överlägsen rullreduktion och lyft för optimerad bränsleeffektivitet. Denna modell är idealisk för större yachter som kräver pålitlig, högpresterande stabilisering vid hastigheter upp till 40 knop.
Kan konfigureras som ett 4-fensystem för förbättrad stabilitet på större fartyg, vilket maximerar komfort och kontroll på alla resor.
Med en kompakt aktuator som passar sömlöst in i yachtens struktur, bibehåller V4-15HS både effektivt utnyttjande av utrymme och kraftfull stabilisering. För detaljer om aktuatoralternativ, se fliken "Kompatibla produkter".
| Construction | Value |
|---|---|
| Konstruerat material | Vacuum injected vinylester |
| Product colour finish | Vit |
| Fins | Value |
|---|---|
| Recommended top speed with fins installed | 35 - 40 knots |
| Ideal vessel integration | Value |
|---|---|
| Typical vessel class | Motorbåt, Yrkesbåt |
| Typical vessel size | 23-30m / 75-100ft |
| Product Features | Value |
|---|---|
| Patented Design | Ja |
| Vector fin | Ja |
| Any Speed | Ja |
| 4-fin configuration available | Ja |
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A legacy that commits
We’ve lived and worked with the unruly sea for a hundred years. That’s why we develop important features that enables a boat to handle the sea better – that enable you to enjoy your boat, at anchor and at full speed. That is why you wanted a boat, isn’t it?
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Beautiful engineering
The technology in our solutions is world-class. We know, because we’ve developed it ourselves, just as we manufacture every solution, and follow them until their fixed to a hull, ourselves. This meticulous attention to detail is why your day out always will be better with a Sleipner aboard.
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Worldwide service
We take pride in our solutions’ function throughout their lifespan. So, we never really let them out of sight, even when they’ve left for distant shores. Our global network is there to ensure continuous optimal function. You know what you get with a Sleipner, today and tomorrow.