Aqueous solutions of ethanolamines, such as MEA (monoethanolamine), DEA (diethanolamine), or TEA (triethanolamine), are frequently used for the removal of acidic gases. Therefore, a knowledge of the diffusivities of these ethanolamines in the aqueous solutions of various concentrations is important in the rational design of absorption equipment. Thomas and Furzer (6) have measured the diffusivities of MEA, DEA, and TEA in aqueous solutions by the Gouy method up to high concentrations and found that the diffusivities of MEA and TEA follow the Stokes-Einstein relation; Le., the product Dp is constant at constant temperature, whereas the d i f f us i i of DEA shows large deviation from the Stokes-Einstein relation. They have explained that this large deviation is due to the increase in molecular weight of DEA in the solution through association and hydration. However, on the basis of the experimental results that all of the three ethanolamines are molecularly associated in aqueous solution, Ibrahim and Kuloor (2) have pointed out that the anomalous behavior in the case of DEA cannot be solely attributed to association. In this paper, new data for the diffusivities of MEA, DEA, and TEA in aqueous solutions are reported and compared with the data of Thomas and Furzer (6) and with the Stokes-Einstein relation.