Application of nonlinear frequency response to investigation of membrane transport

Separation Science and Technology

Volumn 41, Issue 1, 2006, Pages 43-72

  Petkovska, Menka ^a   Petkovska, Ljubica T ^b  

^a UNIVERSITY OF BELGRADE   (Serbia)

^b UNIVERSITY OF BELGRADE   (Serbia)

Author keywords

Generalized membrane permeability; Higher order frequency response functions; Membrane transport; Nonlinear frequency response; Parameter estimation; Pore surface diffusion model; Solution diffusion model; Viscous flow model

Indexed keywords

DIFFUSION; FREQUENCY RESPONSE; MECHANICAL PERMEABILITY; PARAMETER ESTIMATION; POROSITY; TRANSPORT PROPERTIES; VISCOUS FLOW;

GENERALIZED MEMBRANE PERMEABILITY; HIGHER ORDER FREQUENCY RESPONSE FUNCTIONS; MEMBRANE TRANSPORT; NONLINEAR FREQUENCY RESPONSE; PORE-SURFACE DIFFUSION MODEL; SOLUTION-DIFFUSION MODEL; VISCOUS-FLOW MODEL;

MEMBRANES;

DIFFUSION; FREQUENCY RESPONSE; MECHANICAL PERMEABILITY; MEMBRANES; PARAMETER ESTIMATION; POROSITY; TRANSPORT PROPERTIES; VISCOUS FLOW;

DIFFUSION; MATHEMATICAL MODEL; MEMBRANE;

EID: 32944461797     PISSN: 01496395     EISSN: 15205754     Source Type: Journal    
DOI: 10.1080/01496390500445782     Document Type: Article

References (16)

1. Weiner, D.D. and Spina, J.F. (1980) Sinusoidal Analysis and Modeling of Weakly Nonlinear Circuits; Van Nostrand Reinhold Company: New York.
2. Petkovska, M. and Do, D.D. (1998) Nonlinear frequency response of adsorption systems: Isothermal batch and continuous flow adsorber. Chemical Engineering Science, 53: 3081-3097.
3. Petkovska, M. (1999) Nonlinear frequency response of isothermal adsorption controlled by pore-surface diffusion. Bulletin of the Chemists and Technologists of Macedonia, 18: 149-160.
4. Petkovska, M. (2000) Non-linear frequency response of non-isothermal adsorption controlled by micropore diffusion with variable diffusivity. Journal of the Serbian Chemical Society, 65: 939-961.
5. Petkovska, M. and Do, D.D. (2000) Use of higher order FRFs for identification of nonlinear adsorption kinetics: single mechanisms under isothermal conditions. Nonlinear Dynamics, 21: 353-376.
6. Petkovska, M. (2001) Nonlinear frequency response of nonisothermal adsorption systems. Nonlinear Dynamics, 26: 351-370.
7. Petkovska, M. and Petkovska, L.T. (2003) Use of nonlinear frequency response for discriminating adsorption kinetics mechanisms resulting with bimodal characteristic functions. Adsorption, 9: 133-142.
8. Billings, S.A. and Yusof, M.I. (1996) Decomposition of generalized frequency response functions for nonlinear systems, using symbolic computation. International Journal of Control, 65: 589-618.
9. Lee, G.M. (1997) Estimation of nonlinear system parameters using higher order frequency response functions. Mechanical Systems and Signal Processing, 11: 219-228.
10. Koros, W.J. and Chern, R.T. (1987) Separation of Gaseous Mixtures Using Polymer Membranes in Handbook of Separation Technology, Rousseau, R.W., ed.; John Wiley & Sons: New York.
11. Carman, P.C. (1956) Flow of Gases Through Porous Media; Butterworks: London.
12. Do, D.D. (1998) Adsorption Analysis: Equilibria and Kinetics; Imperial College Press: London.
13. Sun, L.M. and Do, D.D. (1996) Frequency response analysis of a closed diffusion cell with two resonators. Adsorption, 2: 265-277.
14. Yasuda, Y. (1982) Determination of vapor diffusion coefficients in zeolite by the frequency response method. Journal of Physical Chemistry, 86: 1913-1917.
15. Park, I.S., Petkovska, M., and Do, D.D. (1998) Frequency response of an adsorber with the modulation of the inlet molar flow-rate: Part I A semi-batch adsorber. Chemical Engineering Science, 53: 819-832.
16. Shen, D. and Rees, L.V.C. (1994) Study of fast diffusion in zeolites using a higher harmonic frequency response method. Journal of the Chemical Society Faraday Transactions, 90: 3011-3016.