Mie散射是求解球形散射体与电磁波场相互作用解析解的经典算法。(Mie scattering is a classical algorithm for solving the analytic solution of the interaction between spherical scatterers and the electromagnetic wave field.)

顶盖驱动流是不可压缩黏性的典型流动，可以用来检验各种数值算法计算精度和可靠性，目前尚不能求得它的解析解。基于Fortran 编程，采用 SIMPLE 算法求解二维方腔流动，得到流动达到稳定状态时各物理量的分布。(Lid-driven cavity flow is an incompressible viscous flow, which can be used to test the accuracy and reliability of various numerical algorithms