This is a Grumman F6F-5 Hellcat, the carrier fighter that flew from American decks from 1943 onward, in a flight model built from the actual equations rather than from arcade feel. Lift and drag come from the standard coefficients, air density falls off with altitude the way the standard atmosphere says it does, and the wing stalls when it exceeds its critical angle of attack — not when a speed number is crossed.
| Key | Action |
|---|---|
| W / S, or ↑ ↓ | Pitch down / up |
| A / D, or ← → | Roll left / right |
| Q / E | Rudder |
| Shift / Ctrl | Throttle up / down |
| G | Landing gear |
| F | Flaps |
| H | Tailhook |
| C | Chase / cockpit view |
| R / Esc | Restart mission / mission menu |
On a phone or tablet the on-screen pads appear automatically: throttle and rudder on the left, pitch and roll on the right, and the configuration switches down the right-hand edge.
| Quantity | Value | In the model |
|---|---|---|
| Wing area | 334 ft² (31.0 m²) | Sets lift and drag directly |
| Span / aspect ratio | 42 ft 10 in / 5.5 | Drives induced drag |
| Loaded weight | 12,600 lb (5,714 kg) | Wing loading, and therefore turn radius |
| Engine | R-2800, 2,000 hp | Thrust from shaft power, scaled by air density |
| Stall angle | 16° | Lift falls away past this, not at a fixed speed |
Each physics step resolves the velocity vector into body axes to get the angle of attack, then builds the coefficients and the forces:
Two consequences fall out of this rather than being scripted. Turning hard raises the load factor, which raises the required lift coefficient, which can stall you well above the published stall speed — a genuine accelerated stall. And the aircraft climbs noticeably worse above 6,000 metres, because both the wing and the engine are working in thinner air.
The landing mission puts you two miles astern at 500 feet, dirty and on speed. The technique that works is the real one:
The ship is under way at 15 knots, so the deck is moving away from you the whole time — the aim point drifts, and that is part of the problem.
A stable approach around 75 knots with gear, flaps and hook down, holding roughly 500 fpm of descent, and no flare. You fly the aircraft onto the deck and let the hook find a wire. Aim for the third of the four.
A stall above the published stall speed, caused by pulling hard enough to raise the load factor. Because stall is a function of angle of attack, pulling 2 g raises the stall speed by √2 — about 41 percent. It is modelled here rather than scripted: pull hard enough at any speed and the angle of attack crosses 16 degrees.
Density lapse. The standard atmosphere loses about half its density by 6,700 metres, so the wing makes less lift at the same speed and the normally aspirated R-2800 makes less power. Both are in the model, so the service ceiling emerges rather than being imposed.
334 ft² of wing, about 12,600 lb loaded, a 2,000 hp Pratt & Whitney R-2800 Double Wasp, roughly 330 knots flat out and a stall around 70 knots dirty. Those are the values driving this simulation.
Because it should. Control authority scales with dynamic pressure, which is proportional to the square of airspeed. At 75 knots you have roughly a quarter of the control power you have at 150, which is exactly why a slow approach is a demanding one.
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