Titlebook: Mathematical Modeling of Biosensors; Romas Baronas,Feliksas Ivanauskas,Juozas Kulys Book 2021Latest edition Springer Nature Switzerland AG

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Introduction to Modeling of Biosensors,nsducer function of biosensors and a general scheme of biosensor action, a detail mathematical model is then presented for an amperometric biosensor based on a mono-layer of an enzyme immobilized onto the surface of the electrode. The biosensor is modeled by two-component (substrate and product) rea

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Biosensors Utilizing Consecutive and Parallel Substrates Conversion,e selectivity and the sensitivity of biosensors. In this chapter, mathematical models of several types of amperometric multi-enzyme biosensors utilizing consecutive or parallel substrates conversion are modeled and analysed at stationary and transient conditions. A biosensor based on bienzyme electr

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Biosensors Response Amplification with Cyclic Substrates Conversion, of different types of amperometric biosensors utilizing the cyclic conversion are modeled and analysed at transient conditions assuming an absence of outer diffusion limitations. A specific type of highly sensitive biosensors utilizing the substrate cyclic conversion in single enzyme membrane has b

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Biosensors Utilizing Synergistic Substrates Conversion,t steady state and transient conditions. A glucose dehydrogenase-based bioelectrocatalytical system, where ferricyanide is converted to ferrocyanide in the presence of highly reactive organic electron transfer compounds, and a laccase-based bioelectrode utilizing synergistic N-substituted phenothiaz

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Biosensors Acting in Injection Mode,alyte for a short time. The analytical system is modeled by non-stationary reaction–diffusion equations containing a nonlinear term related to the Michaelis–Menten kinetics of an enzymatic reaction. At first, the biosensor action is modeled by a mono-layer mono-enzyme model assuming no external diff

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Chemically Modified Enzyme and Biomimetic Catalysts Electrodes,s high sensitivity, specificity and stability. In this chapter mathematical models of several types of these biosensors are considered at stationary and transient conditions. Firstly, the action of CMEEs produced by modifying carbon electrodes with redox active component (mediator) and an enzyme is

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Biosensors with Porous and Perforated Membranes,calibration graph, an instability and a low specificity. The selective membranes are usually used to increase the biosensors specificity. In this chapter, amperometric biosensors with inert and selective membranes are mathematically modeled by nonlinear reaction–diffusion equations containing a nonl