My point about the difference between a square and a trapezoid is called an analogy. It’s the exact same point as pointing out the difference between a 2D object and a 3D object. The point is you can’t accurately use one shape that’s different to represent the characteristics of another.
Then you may want to read message #2945 again, to understand the conditions that geometric differences, may numerically impact the calculated results. It is about numerical accuracy, for which you can't explain at all.
It’s irrelevant if the model is parameterized as a 2D surface or a flat 3D object (And in fact you *can* get a nonzero output for drag calculated against a 2D object, if you simplify drag down to interaction with just the surface of the object, since surfaces are two dimensional, so yes, I do know what I’m talking about here and you clearly don’t). The point is the same.
If you were to calculate surface interactions in numerical models, it is a boundary-layer problem, where the parameters are derived from thin sheets, which is still a 3D model. So you don't know what you are talking about, again.
They’re using a highly imprecise model to represent the thing they’re actually interested in, which is the J-20. That is the point. That’s not a straw man argument. I’m not saying the study says something thing that it doesn’t say and then attacking the thing it doesn’t say. I’m directly critiquing an element of the model that is actually part of the model.
Their model is actually unreleased and you are criticizing the paper from Virginia Tech, based on your own *speculations*, essentially making up your own problems, which are indeed quintessential strawman arguments.