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Design Summary: Three vertical NACA 0030 foil legs (14.5 ft tall × 8.5 ft chord) with active "airplane-style" stabilizers (10 ft wingspan). Analysis of buoyancy, wave damping performance, power, cost, and operational modes.
Each leg has a NACA 0030 foil cross-section (chord 8.5 ft, thickness 2.55 ft). Approximate cross-sectional area ≈ 18.4 ft².
This is the restoring force the stabilizer must counteract when trying to hold the leg at a different depth.
Assumptions: 10 ft wing at moderate angle of attack (±8–12°), 1.5–2.5 knot relative water flow over the stabilizer, actuator authority limited by power and stall angle. Values are per stabilizer (one per leg).
| Speed | Crest Reduction | Trough Reduction | Total Wave Height Reduction | Estimated Drag Power Loss (per stabilizer) |
|---|---|---|---|---|
| 4 knots | 5–7 in | 4–6 in | 9–13 in | 180–250 W |
| 5 knots | 6–8 in | 5–7 in | 11–15 in | 280–380 W |
| 6 knots | 7–9 in | 6–8 in | 13–17 in | 420–550 W |
| 7 knots | 8–10 in | 7–9 in | 15–19 in | 620–780 W |
| 8 knots | 8–11 in | 7–10 in | 15–21 in | 850–1050 W |
4 ft wave → effective height: Likely reduced to ~2.8–3.2 ft at 6–7 knots with all three stabilizers active. Resonance damping is expected to be the biggest benefit.
Includes machining, welding, anodizing, and basic waterproofing. Does not include control electronics or sensors.
Estimated adoption: 45–65% of buyers.
Strong appeal for:
Lower appeal for:
Wavelength: ≈ 738 ft (using deep-water approximation λ = 1.56 × T²).
Seastead side length: 44 ft (triangle).
At the steepest part of a 12 ft swell, the theoretical water surface height difference across 44 ft is approximately 3.8 – 4.4 ft (depending on exact wave steepness).
The front stabilizer pushing down + rear two pushing up can counteract roughly 35–50% of the pitching moment. Expected result: significant reduction in pitch angle (perhaps 40–60% less pitching than without active control).
All three stabilizers working in coordinated roll mode could reduce roll by 50–70% compared to passive operation, because they act directly against heave on each corner. Beam seas are generally easier for this configuration to mitigate than head seas.
Recommended design:
Conclusion: Net power increase is expected to be lower than a pure drag calculation because of reduced leg submersion variation.
| Speed | Stabilizer Drag Power (3 units) | Estimated Drag Savings from Reduced Bobbing | Net Extra Power |
|---|---|---|---|
| 4 knots | 540–750 W | 150–250 W | +290–500 W |
| 5 knots | 840–1140 W | 200–350 W | +490–790 W |
| 6 knots | 1260–1650 W | 280–450 W | +810–1200 W |
| 7 knots | 1860–2340 W | 350–550 W | +1310–1790 W |
| 8 knots | 2550–3150 W | 400–650 W | +1900–2500 W |
The savings come from the legs staying closer to their optimal 50% submersion, reducing form drag and wave-making resistance. Real-world net penalty will likely be closer to the lower end of the range once control algorithms are tuned.