The Dubinin-Astakhov equation, which is based on the micropore volume filling theory, is extended to mixed-gas adsorption by using the concept of maximum available pore volume. The proposed model requires only single-gas data for predicting mixed-gas adsorption; no additional equation, such as the Lewis relationship, is needed. The proposed model is not iterative, and the calculation involved is extremely simple. The model has been tested against experimental data for 16 binary mixture systems involving a wide variety of adsorbents and a wide range of pressures, with satisfactory results. It also compares favorably or equally satisfactorily with the ideal adsorbed solution theory, the Grant-Manes model, and an extension of the DA equation proposed by Bering et al. However, all three of these methods require iterative (numerical) computation.