bobk wrote:By the way, here are the equations in more legible format (I'd like to add a mathematics capability to this forum some time!!):
If you look at that last equation, it tells you what velocity you need in various conditions. You can see that the required velocity goes up as you need more lift (L) ... but only as the square root of L. So to quadruple your lifting ability, you only need to double your speed. You can also see that your needed velocity goes down as the surface area of the wing (Sw) gets larger. However, remember that there's a similar equation for drag, so increasing your wing's area makes it harder to go faster!!
These equations are nice, and they let you know what's going on. But the complexity of aerodynamic forces on a real wing defy such simple analysis. That's why wind tunnels (and numerical methods) were invented (in fact, these equations sweep all of the really complex stuff into CL).That's also why there have been so many deaths during the development of aviation. Designing a safe, sound, and stable aircraft is not an easy task. Even with my degree in aeronautical engineering, it's not something that I would attempt without a lot of help from people who had done it successfully before.
Hello Bob and Tom,
While looking over Bob’s equations’ for “p” I got off on a tangent.
To what degree or percentage of the equations is the effect of relative humidity?
Let me ask again using different words-- Is the effect of relative humidity large or small when figuring Density Altitude? Or is Altitude and temperature the two biggest considerations?