Closed will-henney closed 6 years ago
Jorge has calculate R_90 and R_c
Jorge has made an attempt to fit a parabola to the tail. The main problem is that we will never find a good fit over a wide range in x. We should concentrate on the range x = 0 -> -5 as we did with the CRW shapes. Also, we should use the same techniques as in sec 5.3. In principle, we ought to get the right result by taking the limit $\beta \to 0$ of eq. (69) and (70), but this is problematic because the coefficients won't converge.
In fact, I think I have shown that the asymptotic behavior for x -> -infinity is cubic, not quadratic. So that explains why a parabola will not fit over a large range of x. But this doesn't matter, since we are only interested in the thetas that give theta' = 90 for a reasonable range of inclinations, which is probably up to theta = 150 or so.