“…However, Von Karman discovered that at large angles of attack in the nonlinear regime, the equation has multiple solutions-some of which are asymmetric, as presented by Sears [49,50]. Hence, a purely symmetric wing under a purely symmetric flight condition at a high angle of attack may experience an asymmetric lift distribution causing a rolling moment [15,46]. Note that the asymmetry however slight between the two wing halves is inevitable, so if this asymmetric solution is stable, it would be certainly selected/preferred by Nature over the symmetric one; a large rolling moment would suddenly result [8,13,15,19,46,49,50], as typically occurs in the wing drop phenomenon [39].…”