Abstract. This paper presents a two-dimensional-in-space mathematical model of amperometric biosensors with perforated and selective membranes. The model is based on the diusion equations containing a nonlinear term of the Michaelis-Menten enzymatic reaction. The problem was solved numerically using nite-dierence tech-nique. Using numerical simulation of the biosensors action, the in uence of the ge-ometry of the perforated membrane on the biosensor response was investigated. Key words: modelling, reaction-diusion, simulation, biosensor 1
The paper presents a one-dimensional-in-space mathem-atical model of a peroxidase-based fluorescent ...
Computational modelling of a biosensor in which chemical amplification by synergistic substrates tak...
This paper presents a one-dimensional-in-space mathematical model of the amperometric biosensors wit...
A two-dimensional-in-space mathematical model of amperometric biosensors with selective and perforat...
This paper presents one-dimensional (1-D) and two-dimensional (2-D) in-space mathematical models for...
This article presents a one-dimensional model for a biosensor with perforated and selective membrane...
One-dimensional model of biosensor with a perforated membrane that approximates two-dimensional mode...
This paper presents a two-dimensional-in-space mathematical model ofbiosensors based on an array of ...
This paper presents mathematical models of potentiometric as well as amperometric biosensors, based ...
Abstract. This paper presents a two-dimensional-in-space mathematical model of a sensor system based...
This paper presents mathematical models of potentiometric as well as amper-ometric biosensors, based...
A mathematical model of amperometric biosensors has been developed to simulate the biosensor respons...
A plate−gap model of a porous enzyme doped electrode covered by a porousinert membrane has been prop...
Abstract. This paper presents a one-dimensional-in-space mathematical model of an amperometric biose...
This paper presents a one-dimensional-in-space mathematical model of an amperometric biosensor. The ...
The paper presents a one-dimensional-in-space mathem-atical model of a peroxidase-based fluorescent ...
Computational modelling of a biosensor in which chemical amplification by synergistic substrates tak...
This paper presents a one-dimensional-in-space mathematical model of the amperometric biosensors wit...
A two-dimensional-in-space mathematical model of amperometric biosensors with selective and perforat...
This paper presents one-dimensional (1-D) and two-dimensional (2-D) in-space mathematical models for...
This article presents a one-dimensional model for a biosensor with perforated and selective membrane...
One-dimensional model of biosensor with a perforated membrane that approximates two-dimensional mode...
This paper presents a two-dimensional-in-space mathematical model ofbiosensors based on an array of ...
This paper presents mathematical models of potentiometric as well as amperometric biosensors, based ...
Abstract. This paper presents a two-dimensional-in-space mathematical model of a sensor system based...
This paper presents mathematical models of potentiometric as well as amper-ometric biosensors, based...
A mathematical model of amperometric biosensors has been developed to simulate the biosensor respons...
A plate−gap model of a porous enzyme doped electrode covered by a porousinert membrane has been prop...
Abstract. This paper presents a one-dimensional-in-space mathematical model of an amperometric biose...
This paper presents a one-dimensional-in-space mathematical model of an amperometric biosensor. The ...
The paper presents a one-dimensional-in-space mathem-atical model of a peroxidase-based fluorescent ...
Computational modelling of a biosensor in which chemical amplification by synergistic substrates tak...
This paper presents a one-dimensional-in-space mathematical model of the amperometric biosensors wit...