摘要

We consider a general boundary layer equation f''' + ff '' - beta f'(2) = 0 with the boundary condition f(0) = a,f'(0) = 1, f'(infinity) := lim(t ->infinity) f'(t) = 0, where beta is a real constant. In this work, the structure of solutions for the case beta >= 2 is studied. Combining with the previous results in the literature, the structure of solutions of the given problem can be determined completely.

  • 出版日期2009-7