Here is a complete, self-contained HTML file with an interactive calculator. It models the thruster physics using affinity laws (scaling the manufacturer's max-power curve down to your target power settings) and balances that against a physics-based drag model for your 3-column geometry. You can save this as `seastead_speed.html` and open it in any browser. Adjust the **Drag Coefficient (CdA)** slider to match your real-world observations. ```html
Equilibrium speed estimation for 2x Shinmaywa SM-VRTN (2.5m) thrusters on a 3-column platform. Drag modeled as "Tiny Oil Platform" (inclined cylinders + cables).
Per Thruster (2 Total). Manufacturer Max Curve: 3200N @ 3.2kW Bollard.
| Power Setting (per thruster) | Total Shaft Power | Bollard Pull (Est.) | Top Speed | Thrust @ Top Speed | Drag @ Top Speed | Range @ 20kWh Bat |
|---|
Fd = 0.5 × ρ × CdA × V². No wave-making resistance (hull speed irrelevant for columns). CdA defaults to 10 m² (3× Columns @ 45°: 3.4m² proj each × Cd 0.7 ≈ 7.1 + 2× Cables ≈ 1.8 + Margin).2 × Thrust₁(V) = Drag(V).