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Full Rate Equations for Ter Bi Systems

Let us proceed with the much more demanding derivation of full rate equations, in the presence of all substrates and products of reaction, for the Steady-State Ordered Ter Bi systems (Cleland, 1963 Hsu et al, 1967 Plowman, 1972). [Pg.222]

An Ordered Ter Bi reaction will take place in the forward direction  [Pg.222]

The Ter Bi Ping Pong system, in the forward direction, is called Bi Uni Uni Uni Ping Pong Ter Bi system (Cleland, 1967). The reaction sequence for this mechanism can be presented as [Pg.222]

A complete rate equation for the Ordered Ter Bi system, in the presence of all substrates. A, B, and C, and both products, P and Q, has the general form [Pg.222]

Equation (12.43) can be expanded into the general rate equation in the form of rate constants, taking appropriate denominator terms for the Ordered Ter Bi  [Pg.223]


See other pages where Full Rate Equations for Ter Bi Systems is mentioned: [Pg.222]   


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