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D Walz

Publications and source records attributed to D Walz.

59 records · Page 4Linked to original sources

Nonlinear electrical effects in lipid bilayer membranes. 3. The dissociation field effect.

In the course of an analysis of nonlinear electrical effects in lipid bilayer membranes, the influence of the dissociation field (or Wien) effect on the membrane conductivity is investigated. It is shown that the theory of Onsager for the Wien effect in a macroscopic phase can be applied to a thin membrane when the proper boundary conditions at the membrane-solution interface are introduced. It is assumed that an activation energy is associated with the passage of the ion across the interface. The mathematical treatment of the model is restricted to the case for which cations and anions have identical properties except for the charge sign. The resulting differential equations for the ion concentration within the membrane are integrated numerically. The analysis shows that the influence of the Wien effect on the membrane conductivity is appreciable only if the energy barrier at the interface is sufficiently high, i.e. if the rate limiting step for the ion transport is the passage of the ion across the interface.

Electric Conductivity↗

Nonlinear electrical effects in lipid bilayer membranes. I. Ion injection.

In this and the following papers a theoretical analysis of the current-voltage characteristic of lipid bilayer membranes is presented. In order to explain the observed nonlinearity, three different mechanisms have to be considered: the injection of ions into the membrane, the distortion of the potential energy profile, and the dissociation field (or Wien) effect. In this first part of the paper, the ion injection effect is analyzed. As both the ion concentration and the thickness of the membrane are extremely small, the constant field approximation can be introduced into the Nernst-Planck equations. In this way the general treatment of Bruner can be greatly simplified, so that the solution is obtained in closed form. The result shows that the ion injection effect gives a contribution to the current-voltage characteristic only at low ionic strength (< 10 (3)M) of the aqueous solution.

Electric Conductivity↗

Energy coupling and thermokinetic balancing in enzyme kinetics. Microscopic reversibility and detailed balance revisited.

A survey of the development of the concepts of microscopic reversibility and detailed balancing is given. Considerable confusion surrounds these concepts. To obviate this, an unambiguous relation is presented that holds under all conditions and for which we propose the term "thermokinetic balancing." The utility of this relation, which in contrast to detailed balancing is independent of reactant and product concentrations, is demonstrated in a detailed discussion of the kinetics and thermodynamics of the calcium-transporting ATPase according to the principles worked out by Hill. This includes a critical analysis of the different concepts advocated by Jencks and Tanford. The advantage of thermokinetic balancing over detailed balancing is illustrated by examples, high-lighting the relationship of these procedures to standard free energies and basic free energies.

Calcium-Transporting ATPases↗