A complete theoretical treatment is presented for an enzyme electrode where electron transfer from the enzyme to the electrode is achieved by a mediator reacting in homogeneous solution. The second-order differential equations describing the transport and kinetics of the enzyme and of the mediator in the diffusion layer of the electrode are solved for a number of different cases. Seven different cases are found and 11 equations describing all the boundaries between the cases are derived; concentration profiles are presented for each of the cases. The behaviour of the system is a function of three parameters and the self-consistency of the treatment is demonstrated by the fact that each equation that describes the interface between two cases...
A powerful theoretical approach to solve electrochemical reaction-diffusion problems with fast homog...
In this paper the response of an amperometric biosensor at mixed enzyme kinetics and diffusion limit...
In this paper which is dedicated to Professor Richard Compton for his 65th birthday, we examine the ...
A Mathematical model of amperometric enzyme electrodes is re-studied using variational iteration met...
The work in this thesis is concerned with the solution of non-linear second order differential equat...
This paper presents the approximate analytical expression for transient and steady-state concentrati...
The advantages of computer assisted enzyme electrode design are demonstrated for the case of electr...
Abstract: The solution phase transport and direct electrode kinetics of electro-enzymes are describe...
The steady-state currents at an inlaid microdisc electrode have been modelled for a redox mediated e...
A theoretical model of amperometric enzyme electrodes has been developed in which chemical amplifica...
The time-dependent behavior of sensor systems based on enzyme membranes is treated theoretically. Th...
International audienceIn Protein Film Voltammetry, a redox enzyme is immobilized on a rotating elect...
International audienceIn Protein Film Voltammetry, a redox enzyme is immobilized on a rotating elect...
A mathematical model of modified enzyme-membrane electrode for steady-state condition is discussed. ...
A powerful theoretical approach to solve electrochemical reaction-diffusion problems with fast homog...
A powerful theoretical approach to solve electrochemical reaction-diffusion problems with fast homog...
In this paper the response of an amperometric biosensor at mixed enzyme kinetics and diffusion limit...
In this paper which is dedicated to Professor Richard Compton for his 65th birthday, we examine the ...
A Mathematical model of amperometric enzyme electrodes is re-studied using variational iteration met...
The work in this thesis is concerned with the solution of non-linear second order differential equat...
This paper presents the approximate analytical expression for transient and steady-state concentrati...
The advantages of computer assisted enzyme electrode design are demonstrated for the case of electr...
Abstract: The solution phase transport and direct electrode kinetics of electro-enzymes are describe...
The steady-state currents at an inlaid microdisc electrode have been modelled for a redox mediated e...
A theoretical model of amperometric enzyme electrodes has been developed in which chemical amplifica...
The time-dependent behavior of sensor systems based on enzyme membranes is treated theoretically. Th...
International audienceIn Protein Film Voltammetry, a redox enzyme is immobilized on a rotating elect...
International audienceIn Protein Film Voltammetry, a redox enzyme is immobilized on a rotating elect...
A mathematical model of modified enzyme-membrane electrode for steady-state condition is discussed. ...
A powerful theoretical approach to solve electrochemical reaction-diffusion problems with fast homog...
A powerful theoretical approach to solve electrochemical reaction-diffusion problems with fast homog...
In this paper the response of an amperometric biosensor at mixed enzyme kinetics and diffusion limit...
In this paper which is dedicated to Professor Richard Compton for his 65th birthday, we examine the ...