Role of differential transport in an oscillatory enzyme reaction
Role of differential transport in an oscillatory enzyme reaction
As a result of the bell-shaped pH-rate characteristic of enzymatic processes, feedback may arise in enzyme reactions having non-neutral products. This special type of product activation has been shown to lead to self-sustained pH oscillations in an enzyme-loaded membrane. We investigate the possibility of oscillations in a model of the urea–urease reaction, prompted by the recent experimental discovery of feedback in this reaction. An open system is considered in which acid and urea are transported to a cell containing the enzyme. Using linear stability analysis we determine the range of transport coefficients limit cycles may exist for and show that differential transport is required for oscillations in a class of compartmentalized enzyme processes similar to the urea–urease system. We demonstrate that although the transport rate of acid (kH) must be greater than that of urea (kS) for oscillations in a urease-loaded membrane, bistability is possible for kS ≥ kH.
6092–6097
Bánsági, T.
3984187d-60fd-47f2-b6cb-f312dcedadae
Taylor, A.F.
08028a29-428d-4732-b6b1-f7a93389b386
15 May 2014
Bánsági, T.
3984187d-60fd-47f2-b6cb-f312dcedadae
Taylor, A.F.
08028a29-428d-4732-b6b1-f7a93389b386
Bánsági, T. and Taylor, A.F.
(2014)
Role of differential transport in an oscillatory enzyme reaction.
Journal of Physical Chemistry B, 118 (23), .
(doi:10.1021/jp5019795).
Abstract
As a result of the bell-shaped pH-rate characteristic of enzymatic processes, feedback may arise in enzyme reactions having non-neutral products. This special type of product activation has been shown to lead to self-sustained pH oscillations in an enzyme-loaded membrane. We investigate the possibility of oscillations in a model of the urea–urease reaction, prompted by the recent experimental discovery of feedback in this reaction. An open system is considered in which acid and urea are transported to a cell containing the enzyme. Using linear stability analysis we determine the range of transport coefficients limit cycles may exist for and show that differential transport is required for oscillations in a class of compartmentalized enzyme processes similar to the urea–urease system. We demonstrate that although the transport rate of acid (kH) must be greater than that of urea (kS) for oscillations in a urease-loaded membrane, bistability is possible for kS ≥ kH.
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Published date: 15 May 2014
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Local EPrints ID: 499625
URI: http://eprints.soton.ac.uk/id/eprint/499625
ISSN: 1520-5207
PURE UUID: 4806e6eb-dcb9-4ea4-bcf9-9ef85772518e
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Date deposited: 27 Mar 2025 18:22
Last modified: 28 Mar 2025 03:15
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Author:
T. Bánsági
Author:
A.F. Taylor
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