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- W1819367047 abstract "The dynamics of an open metabolic cycle, composed of two antagonistic enzyme reactions taking place at the surface of a charged membrane, has been investigated. The corresponding general dynamic equations may be written in terms of individual enzyme reaction rates, electric partition and sensitivity coefficients. These sensitivity coefficients express how a local concentration of a charged reaction intermediate in the matrix varies as a response to a variation of a bulk ligand concentration. These coefficients may be expressed in terms of the electric partition coefficient and must follow summation relationships, exactly as the parameters of the metabolic control theory do. The dynamic behavior of the bound multi-enzyme system close to a steady state is defined by the trace and the determinant of the Jacobian matrix of the corresponding variational system. In these expressions, the part played by the electric partition coefficient has been determined regardless the expression of the equations of the individual reaction rates. The electric partitioning of the charged reaction intermediates may alter so profoundly the expression of the trace and of the determinant of this Jacobian matrix that the local stability of the dynamic system may be qualitatively changed. Electric partitioning of the charged reaction intermediates of an open metabolic cycle at the surface of a charged membrane may thus generate dynamic properties that are novel relative to the properties of the metabolic network. The nature of the dynamic properties that may emerge from this electric partitioning is discussed in the companion paper." @default.
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- W1819367047 date "1990-12-01" @default.
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- W1819367047 title "Dynamics of an open metabolic cycle at the surface of a charged membrane" @default.
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- W1819367047 doi "https://doi.org/10.1016/0167-2789(90)90099-b" @default.
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