我们希望求解的方程是f''' +（1/2）*f*f''，f（0）= 0，f'（0）= 0，f'（inf）= 1。在流体边界层理论中，必须以数值求解。我们将此问题重新提出为一阶ODES系统：Y = [F;F';f''] = [y（1）;y（2）;y（3）]这样，dy/deta = y'= [f';F'';f'''] = [y（2）;y（3）; -(1/2)*y(1)*y(3)] with y(1)(0) = 0, y(2)(0) = 0, y(2)(inf) = 1. This new system of equations may then be solved numerically using the shooting method. For a description of this numerical method, please follow the given link:https://en.wikipedia.org/wiki/shooting_method。