Modeling and Theory - Biosensors and Biosensor Kinetics - page 32

Karlsson R, H Roos, L Fagerstam, and B Persson, Kinetic and concentration analysis using BIA technology,
Methods in Computation and Methods in Enzymology , 6 , 99-110 (1994).
Kloss AA, N Lavrik, C Yeung, and DE Leckband, Effect of the microenvironment on the recognition of
immobilized cytochrome by soluble redox proteins, Langmuir , 16 , 3414-3421 (2000).
Koopal LK and CHW Vos, Adsorption on heterogeneous surfaces. Calculation of the adsorption energy
distribution function or the affinity spectrum, Langmuir , 9 , 2593-2605 (1993).
Kopelman R, Fractal reaction kinetics, Science , 241 , 1620-1624 (1988).
Lebedev K, S Mafe, and P Stroeve, Convection, diffusion and reaction in a surface-based biosensor: modeling of
cooperativities and binding site competition on the surface and in the hydrogel, Journal of Colloid and
Interface Science , 296 , 527-537 (2006).
Le Brecque M, Mosaic , 23 , 12-15 (1992).
Lee CK and SL Lee, Multifractal scaling analysis of autocatalytic and autopoisoning reactions over DLA surfaces,
Chemical Physics Letters , 228 , 539-546 (1994).
Lee CK and SL Lee, Multifractal scaling analysis of reactions over fractal surfaces, Surface Science , 325 ,
294-310 (1995).
Li HL, S Chen, and H Zhao, Fractal mechanisms for the allosteric effects of proteins and enzymes, Biophysical
Journal , 58 , 1313-1320 (1990).
Liu R, M Stremler, K Sharp, M Olsen, J Santiago, R Adrian, H Aref, and D Beebe, Passive mixing in a three-
dimensional serpentine microchannel, Journal of MEMS , 9 , 190-197 (2000).
Livache T, E Maillart, N Lasalle, P Mailley, B Corso, P Guiedon, A Roget, and Y Levy, Polypyrrole based DNA
hybridization assays: study of label free detection processes versus fluorescence on microchips, Journal of
Pharmaceutical & Biomedical Analysis , 32 , 687-696 (2003).
Markel VA, LS Muratov, MI Stockman, and TF George, Theory and numerical simulation of optical properties of
fractal clusters, Physics Reviews B , 43 (10), 8183 (1991).
Mautner T, Application of the synthetic jet concept to low Reynolds number, biosensor mictofluidic flows for
enhanced mixing: a numerical study using the lattice Boltzmann method, Biosensors & Bioelectronics ,
19 , 14009-14019 (2004).
Nyikos L and T Pajkossy, Diffusion to fractal surfaces, Electrochimica Acta , 31 , 1347 (1986).
O'Shannessy DJ, Determination of kinetic rate and equilibrium binding constants for macromolecular
interactions: a critique of the surface plasmon resonance literature, Current Opinions in Biotechnology ,
5 , 65-71 (1994).
O'Shannessy DJ and DJ Winzor, Interpretations of deviations from pseudo-first-order kinetic behavior in the
characterization of ligand binding by biosensor technology, Analytical Biochemistry , 236 , 275-283 (1996).
Pajkossy T and L Nyikos, Diffusion to fractal surfaces. II. Verification of theory, Electrochimica Acta , 34 , 171
(1989).
Paul MR and MC Cross, Stochastic dynamics of nanoscale mechanical oscillators immersed in a viscous fluid,
Physics Reviews Letters , 92 , 235501-235504 (2004).
Peters R and RJ Cherry, Lateral and rotational diffusion of bacteriorhodopsin in lipid bilayers: experimental test
of the Saffman-Delbruck equations, Proceedings of the National Academy of Sciences, USA , 79 , 4317-4321
(1982).
Pfeifer P and M Obert, In The Fractal Approach to Heterogeneous Chemistry: Surfaces, Colloids, Polymers ,
Avnir D (Ed.), Wiley, New York, pp. 251-269 (1989).
Pfeifer P, Characterization of surface irregularity, Chapter 2. In: Preparative Chemistry Using Supported
Reagents , Academic Press, San Diego (1987).
Pfeifer P, D Avnir, and DJ Farin, Molecular fractal surfaces, Nature (London), 308 , 261 (1984a).
Pfeifer P, D Avnir, and DJ Farin, Surface geometric irregularity of particulate materials. The fractal approach,
Journal of Colloid and Interface Science , 103 (1), 112 (1984b).
Pluen A, PA Netti, KJ Rakesh, and DA Berk, Diffusion of macromolecules in agarose gels: comparison of linear
and globular configurations, Biophysical Journal , 77 , 542-552 (1999).