The wing of Example 29.1 is required to have a minimum divergence speed of 350 m/s. If the torsional stiffness of the wing is to remain unchanged, calculate the required movement aft of the aerodynamic center.
Answer: 0.51 m.
From Eq. (29.3),
V_{d}={\sqrt{\frac{2K}{\sqrt{\rho S e c{\bigl(}\partial C_{L}/\partial\alpha }\bigr)}}} (29.3)
e c=1.93\times10^{6}/\left[(1/2)\times1.226\times350^{2}\times30\times3.5\right]=0.24{\mathrm{m}}In Example 29.1, e c=0.25\times3.0=0.75\ \mathrm{m}. Therefore the required movement of the aerodynamic center is 0.75-0.24=0.51\ \mathrm{m}.