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Author Details

Rusanov, A. I.

Issue Section Title File
Vol 78, No 1 (2016) Article On the theory of surfactant mobility in micellar systems
Vol 78, No 3 (2016) Article Refining of nonionic surfactant micellization theory based on the law of mass action
Vol 78, No 5 (2016) Article Refining the ionic surfactant micellization theory based on the law of mass action
Vol 78, No 5 (2016) Letter to the Editor Activity coefficients in an ionic micellar system
Vol 78, No 6 (2016) Article Calculation aspects of diffusion coefficients in micellar solutions of ionic surfactants
Vol 79, No 3 (2017) Article Diffusion of monoalkyl ethers of poly(ethylene glycols) and octyl-β-D-glucopyranoside in micellar solutions
Vol 79, No 5 (2017) Article Micellization theory based on the law of mass action with a variable aggregation number
Vol 79, No 5 (2017) Article On the calculation of diffusion coefficients and aggregation numbers of nonionic surfactants in micellar solutions
Vol 80, No 1 (2018) Article Toward a Theory of Diffusion of a Nonionic Surfactant with Variable Aggregation Number in a Micellar System
Vol 80, No 3 (2018) Article Diffusion of Alkyltriphenylphosphonium Bromides in Aqueous Micellar Solutions
Vol 80, No 5 (2018) Article Transport Properties of Surfactants in Micellar Systems
Vol 80, No 6 (2018) Article Calculation Aspects of Diffusion Coefficients in Micellar Solutions of Ionic Surfactants
Vol 80, No 6 (2018) Article On the Localization of CMC and Maximum Concentration of Surface-Active Ions According to the Theory of Micellar Solutions
Vol 81, No 1 (2019) Article Local Normal Pressure in a Slit between a Nanodisk and a Solid Surface with Allowance for Dispersion Forces
Vol 81, No 1 (2019) Article On the Contribution of Dispersion Forces to the Linear and Point Energies of Graphene
Vol 81, No 2 (2019) Article Shape Factors of Nanoparticles Interacting with a Solid Surface
Vol 81, No 5 (2019) Article The Influence of Hydrostatic Pressure on the Contact Angle of a Sessile Bubble
Vol 81, No 6 (2019) Article On the Thermodynamics of Thin Films. The Frumkin Equation