WingHopper · Designer · Guide · Sections · Reef · Methods · Pricing · FAQ
Analysis > Fluid answers the question every foiler asks first: at my weight, how fast does this wing have to go to hold me up, and is it the right size for me?
Enter your weight and your board plus gear. Together they are the all-up weight, which with the wing's planform area gives the wing loading in kg/m².
The panel places this wing in a class for your weight and lists the area range of every class. Areas are for your all-up weight, from wing loading. These bands are rules of thumb from what people actually ride, not calculated limits, and real gear straddles them.
Three speeds, at lift coefficients that bracket real foiling:
Speeds come straight from the lift equation, V = √(2W / ρ·S·CL), using this wing's planform area and your all-up weight. It's arithmetic on the geometry, not a flow simulation: real numbers move with section, twist, and how cleanly you ride. Use it to compare two wings, not to promise a takeoff speed.
Density and viscosity used for the speed and Reynolds estimates, and for every load in the Structure checks. Water and air presets are the serious ones; the Cursed group is for science. The panel shows the Reynolds number at cruise on the mean aerodynamic chord.
Pair this wing with a saved stabilizer and estimate the combo at fixed total lift, a simplified take on an XFLR5 Type 2 polar. The stab's share shifts what the main must carry; tail volume reads out pitch authority.
With a stabilizer set, the main is sized to carry the all-up weight minus the stab's share: a simplified fixed-lift pairing, not a trimmed solution. The Performance view's System trim solves the stab load and angle from the moment balance.
Full method notes: how the numbers are computed.
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