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Your concept is unusual, but it is not crazy from a hydrodynamics standpoint. It combines ideas from:
The short answer is: yes, a foil-shaped leg can have much less drag than a round cylinder of similar volume, especially if it is aligned well with the flow. Depending on exact thickness ratio, surface finish, appendages, and angle of attack, the drag could be on the order of 10% to 35% of a comparable round cylinder’s drag, and sometimes even lower in ideal conditions. But the real total drag of the vessel will also depend heavily on wave-making, interference, exposed structure, appendages, and windage.
I am interpreting your 3 main submerged buoyancy members approximately as:
That is much thicker than most classic low-drag airfoils, but it is still vastly more streamlined than a circular cylinder if kept aligned with the flow.
Using seawater and your speeds:
With a 10 ft chord, Reynolds number is very high, roughly:
So this is fully in the high-Re practical marine regime. Drag is dominated by shape, pressure drag, roughness, appendages, and local flow angle.
For a streamlined foil-shaped body, the drag coefficient depends on what reference area is used. For marine appendages, people often use frontal area or wetted area depending on context. For your question, the most intuitive comparison to a circular cylinder is to use:
For one leg:
For all 3 legs:
| Shape | Typical Cd range (using frontal area) | Comments |
|---|---|---|
| Round cylinder | ~0.8 to 1.2 | Depends on Reynolds number, roughness, end effects, free surface effects |
| Well-aligned streamlined foil/strut | ~0.08 to 0.20 | Reasonable for practical marine strut-like body |
| Very thick foil with appendages, ladders, mounts, thrusters nearby | ~0.12 to 0.30 | Likely more realistic for your concept |
Because your thickness ratio is high (~30%), and because the legs include ladders, thrusters, stabilizer attachments, and operate near the free surface, I would not assume ultra-low drag. A practical estimate for the main leg bodies alone is:
Best-case practical Cd: 0.12
Likely concept-stage Cd: 0.18 to 0.25
Poor alignment / disturbed flow / appendage-heavy: 0.30+
Using the standard drag formula:
D = 0.5 ρ V² Cd A
In seawater, using U.S. units, dynamic pressure is approximately:
Then drag of all 3 legs combined is:
| Cd | Total drag on 3 legs |
|---|---|
| 0.12 | ~149 lb |
| 0.18 | ~223 lb |
| 0.25 | ~310 lb |
| 0.30 | ~372 lb |
| Cd | Total drag on 3 legs |
|---|---|
| 0.12 | ~335 lb |
| 0.18 | ~503 lb |
| 0.25 | ~699 lb |
| 0.30 | ~839 lb |
So a reasonable first estimate for just the three main foil legs is:
If the same displaced volume were carried in 3 round vertical columns, the drag would usually be much higher. A rough cylinder Cd of 0.9 to 1.1 is reasonable for comparison.
Using Cd = 1.0 for the round-cylinder case and the same projected area:
| Speed | Drag if Cd = 1.0 |
|---|---|
| 4 kt | ~1,240 lb |
| 6 kt | ~2,800 lb |
Compared against that:
| Foil-leg Cd | Drag vs round cylinder | Drag reduction |
|---|---|---|
| 0.12 | 12% | 88% less drag |
| 0.18 | 18% | 82% less drag |
| 0.25 | 25% | 75% less drag |
| 0.30 | 30% | 70% less drag |
So a good summary is:
Your wing-shaped legs might have only about 15% to 30% of the drag of comparable round columns, or said differently, roughly 70% to 85% less drag than circular supports of similar scale.
This part is more approximate, because you did not specify final displacement. Still, your platform dimensions suggest a vessel that could easily end up in a broad range, perhaps somewhere around 15 to 40 tons displacement depending on structure, batteries, stores, solar framing, dinghy, and fit-out.
For comparison:
| Vessel type | Typical total drag at 4 kt | Typical total drag at 6 kt | Comments |
|---|---|---|---|
| Your 3 foil legs only | ~200–350 lb | ~500–800 lb | Main leg bodies only, excludes other drag sources |
| Your whole concept, rough guess | ~400–900+ lb | ~1,000–2,500+ lb | Could vary widely depending on displacement and appendages |
| Similar-weight trawler | ~700–1,500+ lb | ~1,500–4,000+ lb | Broad range; wave-making and fuller hulls matter |
| Similar-weight catamaran | ~400–1,000+ lb | ~900–2,500+ lb | Often better than trawler if slender hulls |
So conceptually, your design could have lower low-speed resistance than a conventional trawler of similar displacement, especially if the waterplane area is small and the submerged members remain clean and well aligned. Against a good low-speed catamaran, the comparison is less clear: your concept might be competitive, but not automatically better.
Compared to a conventional 80 ft trawler or catamaran, your seastead would likely be much lighter than most boats of that overall length, but also much wider in platform area relative to displacement. That means:
So the fair comparison is probably by displacement, not just by overall deck size.
The biggest risk is that the elegant “foil-leg drag” estimate gets eaten by all the other real-world drag sources:
Your arrangement has some attractive features:
But there are also real challenges:
Not in exactly the combination you describe, but related ideas definitely exist:
What is unusual in your concept is the combination of:
So: the ingredients are known, but your exact combination is uncommon.
| Question | Estimated answer |
|---|---|
| Realistic drag coefficient for your foil legs? | Cd ~ 0.18 to 0.25 is a reasonable concept-stage estimate using frontal area; 0.12 possible if very clean; 0.30+ if disturbed |
| Compared to round cylinders of similar scale? | About 15% to 30% as much drag, i.e. roughly 70% to 85% less drag |
| Total drag of the 3 main legs at 4 kt? | ~200 to 350 lb likely range |
| Total drag of the 3 main legs at 6 kt? | ~500 to 800 lb likely range |
| Compared to a similar-weight trawler? | Potentially lower total low-speed resistance, if the rest of the design is kept clean |
| Compared to a good catamaran? | Possibly competitive, but not automatically better; depends strongly on full-vessel design |
If you want, I can do a more complete first-pass resistance estimate for the whole seastead, including:
That would be much more useful than looking at the leg drag alone, because for this kind of platform wind and appendage drag may dominate the real propulsion requirement.
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