rcgldr
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Not quite, the direction of the skates is different from the direction of the apparent wind relative to the sail. I'd be happy assuming zero drag from the skates and seperating the direction of lift from the skates into the aerodynamic lift and drag factors.spork said:L/D of the skates can just as easily be lumped in with the L/D of the sail.
I know about the aerodynamic part, and just assumed that skate drag was a function of force perpendicular to the direction the skates moved and possibly speed.L/D is literally the lift-to-drag ratio.
A bit different than the normal wing case because the "lift" force from the skate is not perpendicular to the apparent wind. This is one source of confusion. The closest analogy would be flying a glider in an updraft or downdraft, except the force from gravity is constant (in level flight), while the lift force from the skate opposes to the aerodynamic force component perpendicular to the skate, and is variable (as opposed to equal to the weight of a glider).apparent wind vector
60:1 for a high end gliders (80 foot wing spans or more, for example the Nimbus 4T at 59knots (68mph):High performance sailplanes get 50:1.
http://www.mandhsoaring.com/nimbus4T.html
In the case of wings, I prefer to use the air as a frame of reference, because it's easier to see what's going on by how the air is disturbed. Using the air as a frame of reference, I'm trying to figure out how it's being diverted when Vmg is greater than downwind speed. (The diagram isn't approved yet, so all I see is a red x at this point).
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