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Monod

Jaoob F and Monod J 1961 Genetio regulatory meohanisms in the synthesis of proteins J. Mol. Biol. 3 318-56... [Pg.2852]

For those pesticides which are utilized as microbial growth substrates, sigmoidal rates of biodegradation are frequentiy observed (see Fig. 2). Sigmoidal data are more difficult to summarize than exponential (first-order) data because of their inherent nonlinearity. Sigmoidal rates of pesticide metabohsm can be described using microbial growth kinetics (Monod) however, four kinetics constants are required. Consequentiy, it is more difficult to predict the persistence of these pesticides in the environment. [Pg.218]

Product formation kinetics in mammalian cells has been studied extensively for hybridomas. Most monoclonal antibodies are produced at an enhanced rate during the Gq phase of the cell cycle (8—10). A model for antibody production based on this cell cycle dependence and traditional Monod kinetics for cell growth has been proposed (11). However, it is not clear if this cell cycle dependence carries over to recombinant CHO cells. In fact it has been reported that dihydrofolate reductase, the gene for which is co-amplified with the gene for the recombinant protein in CHO cells, synthesis is associated with the S phase of the cell cycle (12). Hence it is possible that the product formation kinetics in recombinant CHO cells is different from that of hybridomas. [Pg.230]

Various functional relationships between [L and S have been proposed, but the Monod equation is used almost exclusively ... [Pg.2144]

This is an old, familiar analysis that applies to any continuous culture with a single growth-limiting nutrient that meets the assumptions of perfect mixing and constant volume. The fundamental mass balance equations are used with the Monod equation, which has no time dependency and should be apphed with caution to transient states where there may be a time lag as [L responds to changing S. At steady state, the rates of change become zero, and [L = D. Substituting ... [Pg.2146]

A kinetic model originally derived by Nyholm is distinguished from Monod s model by the fate of a hmiting substrate. Instead of immediate metabolism, the substrate in Nyholm s model is sequestered. The governing equations are ... [Pg.2146]

The biodegradation rate R is characterized by the Monod (or Michaelis-Menten) following relationship ... [Pg.2193]

Because of the crucial role of this enzyme in one of the most important bicxrhemical pathways in the cell, its allosteric properties have been studied extensively in solution. Interpretation of these studies in terms of the theory of allosteric enzymes led Monod and coworkers to conclude that ... [Pg.115]

The basic kinetic properties of this allosteric enzyme are clearly explained by combining Monod s theory and these structural results. The tetrameric enzyme exists in equilibrium between a catalytically active R state and an inactive T state. There is a difference in the tertiary structure of the subunits in these two states, which is closely linked to a difference in the quaternary structure of the molecule. The substrate F6P binds preferentially to the R state, thereby shifting the equilibrium to that state. Since the mechanism is concerted, binding of one F6P to the first subunit provides an additional three subunits in the R state, hence the cooperativity of F6P binding and catalysis. ATP binds to both states, so there is no shift in the equilibrium and hence there is no cooperativity of ATP binding. The inhibitor PEP preferentially binds to the effector binding site of molecules in the T state and as a result the equilibrium is shifted to the inactive state. By contrast the activator ADP preferentially binds to the effector site of molecules in the R state and as a result shifts the equilibrium to the R state with its four available, catalytically competent, active sites per molecule. [Pg.117]

More than 30 years ago Jacob and Monod introduced the Escherichia coli lac operon as a model for gene regulation. The lac repressor molecule functions as a switch, regulated by inducer molecules, which controls the synthesis of enzymes necessary for E. coli to use lactose as an energy source. In the absence of lactose the repressor binds tightly to the operator DNA preventing the synthesis of these enzymes. Conversely when lactose is present, the repressor dissociates from the operator, allowing transcription of the operon. [Pg.143]

The substrate concentration C is obtained from the Monod expression given by... [Pg.880]

Monod kinetics Kinetics of microbial cell growth as a function of substrate concentration proposed by Jacques Monod and widely used to understand growth-substrate relationships. [Pg.905]

In 1965, Jacques Monod, Jeffries Wyman, and Jean-Pierre Changeux proposed a theoretical model of allosteric transitions based on the observation that allosteric proteins are oligomers. They suggested that allosteric proteins can exist in (at least) two conformational states, designated R, signifying relaxed, and T, or taut, and that, in each protein molecule, all of the subunits have the same conformation (either R or T). That is, molecular symmetry is conserved. Molecules of mixed conformation (having subunits of both R and T states) are not allowed by this model. [Pg.469]

FIGURE 15.9 Monod-Wyman-Changeux (MWC) model for allosteric transitions. Consider a dimeric protein that can exist in either of two conformational states, R or T. Each subunit in the dimer has a binding site for substrate S and an allosteric effector site, F. The promoters are symmetrically related to one another in the protein, and symmetry is conserved regardless of the conformational state of the protein. The different states of the protein, with or without bound ligand, are linked to one another through the various equilibria. Thus, the relative population of protein molecules in the R or T state is a function of these equilibria and the concentration of the various ligands, substrate (S), and effectors (which bind at f- or Fj ). As [S] is increased, the T/R equilibrium shifts in favor of an increased proportion of R-conformers in the total population (that is, more protein molecules in the R conformational state). [Pg.470]

Glycogen phosphorylase conforms to the Monod-Wyman-Changeux model of allosteric transitions, with the active form of the enzyme designated the R state and the inactive form denoted as the T state (Figure 15.17). Thus, AMP promotes the conversion to the active R state, whereas ATP, glucose-6-P, and caffeine favor conversion to the inactive T state. [Pg.476]

First draw both Lineweaver-Burk plots and Hanes-Woolf plots for the following a Monod-Wyman-Changeux allosteric K enzyme system, showing separate curves for the kinetic response in (1) the absence of any effectors (2) the presence of allosteric activator A and (3) the presence of allosteric inhibitor I. Then draw a similar set of curves for a Monod-Wyman-Changeux allosteric Uenzyme system. [Pg.493]

In the Monod-Wyman-Changeux model for allosteric regulation, what values of L and relative affinities of R and T for A will lead activator A to exhibit positive homotropic effects (That is, under what conditions will the binding of A enhance further A-binding, in the same manner that S-binding shows positive coop-... [Pg.493]

Monod, J., Wyman, J., and Changenx, J.-R, 1965. On die nature of allo.steric tran.sitions A plan.sible mo(. Journal of Molecular Biology 12 88-118. The cla.ssic paper diat provided the first theoretical analysis of allo.steric regulation. [Pg.494]

Because this enzyme catalyzes the committed step in fatty acid biosynthesis, it is carefully regulated. Palmitoyl-CoA, the final product of fatty acid biosynthesis, shifts the equilibrium toward the inactive protomers, whereas citrate, an important allosteric activator of this enzyme, shifts the equilibrium toward the active polymeric form of the enzyme. Acetyl-CoA carboxylase shows the kinetic behavior of a Monod-Wyman-Changeux V-system allosteric enzyme (Chapter 15). [Pg.806]

The results obtained by measuring the affinity to oxygen in the presence of various monohydric alcohols (methanol, ethanol, 2-propanol, 1-propanol) 140-144> were interpreted in terms of the Monod-Wyman-Changeux model145), by which the change of the standard free-energy difference between R and T state in the absence of oxygen, due to the addition of alcohol, can be determined, i.e. [Pg.26]

From theories on cooperative enzymes proposed by Monod and co-workers [16] came the idea that channels could... [Pg.47]


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Allosteric control Monod-Wyman-Changeux model

Bioreactors Monod equation

Double Monod kinetics

Dual Monod equation

Enzyme kinetics Monod equation

Evaluation of Monod Kinetic Parameters

Jacob-Monod model

Jacob-Monod operon model

MONOD theory

Microbial kinetics Monod model

Monod Biological Systems

Monod constant

Monod equation

Monod equation, cell growth

Monod expression

Monod function

Monod growth kinetics

Monod growth kinetics cell yield

Monod growth kinetics exponential phase

Monod growth model

Monod kinetic parameter determination

Monod kinetics

Monod kinetics equation

Monod kinetics grow rate

Monod kinetics product inhibition

Monod kinetics substrate inhibition

Monod kinetics with death rate

Monod kinetics, compared with

Monod model

Monod nonlinear kinetic

Monod plug flow

Monod population growth kinetics

Monod rate expressions

Monod rate law

Monod results

Monod term

Monod, Jacques

Monod, Wyman, and Changeux

Monod-Wyman-Changeaux

Monod-Wyman-Changeaux model

Monod-Wyman-Changeux

Monod-Wyman-Changeux model

Monod-Wyman-Changeux model of allosteric regulation

Monod-type

Monod-type approach

Monod-type equation

Monod’s equation

Monod’s model

Nernst-Monod

Prediction using Monod equation

Reactor models Monod Equation

The Monod-Wyman-Changeaux Model

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