Władysław Karol Rudzinski, PhD Hab.

You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect.
Rudziński W, Lalik E. (2014) Aleksander Jerzy Groszek: a pioneer in adsorption calorimetry Adsorption. 20: 999-1000
Panczyk T, Rudzinski W. (2013) Effects of surface heterogeneity of carbon nanotubes in adsorption of colloid nanoparticles studied by means of computer simulations Adsorption. 19: 611-618
Plazinski W, Rudzinski W. (2010) Heavy metals binding to biosorbents. Insights into Non-competitive models from a simple pH-dependent model. Colloids and Surfaces. B, Biointerfaces. 80: 133-7
Plazinski W, Rudzinski W. (2010) A novel two-resistance model for description of the adsorption kinetics onto porous particles. Langmuir : the Acs Journal of Surfaces and Colloids. 26: 802-8
Rudziński W, Witko M. (2010) Comments on the seventh international symposium “Effects of surface heterogeneity in adsorption and catalysis on solids” Applied Surface Science. 256: 5127-5130
Rudzinski W, Plazinski W. (2010) How does mechanism of biosorption determine the differences between the initial and equilibrium adsorption states? Adsorption. 16: 351-357
Plazinski W, Rudzinski W. (2009) Modeling the effect of surface heterogeneity in equilibrium of heavy metal ion biosorption by using the ion exchange model. Environmental Science & Technology. 43: 7465-71
Plazinski W, Rudzinski W. (2009) Modeling the effect of pH on kinetics of heavy metal ion biosorption. A theoretical approach based on the statistical rate theory. Langmuir : the Acs Journal of Surfaces and Colloids. 25: 298-304
Plazinski W, Rudzinski W. (2009) Kinetics of Adsorption at Solid/Solution Interfaces Controlled by Intraparticle Diffusion: A Theoretical Analysis The Journal of Physical Chemistry C. 113: 12495-12501
Rudzinski W, Plazinski W. (2009) On the applicability of the pseudo-second order equation to represent the kinetics of adsorption at solid/solution interfaces: a theoretical analysis based on the statistical rate theory Adsorption. 15: 181-192