Discrete dipole approximation (DDA) simulation was applied to study the effect of pores on light scattering in ceramics. The results of the DDA method were compared with that of Mie theory. The DDA method was approved to be reliable for calculating the scattering coefficients of YAG ceramics. The dependences of scattering coefficients on pore size and porosity, and the equal K sca (scattering coefficients) curves were all recalculated via DDA method. The results revealed that scattering coefficients increase with the increase of porosity and that small pores (diameters are about three-quarters of incident wavelength) produce much more light scattering than larger pores (diameters are several times larger than incident wavelength) at the same porosity. Furthermore, the equal K sca (scattering coefficients) curves showed that relatively high porosity will not sacrifice the critical pore size any more when pore sizes are several times larger than incident wavelength. This discovery perfects the scattering critical curves and has guiding significance for experiment. K E Y W O R D S DDA method, scattering, transparent ceramics, yttrium aluminum garnet How to cite this article: Yang Y, Ma N, Duan J, et al. Light scattering by pores in YAG transparent ceramics simulated by DDA model.