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Saturation kinetics experiments

Reinhoudt at al. have recently reported [48] the preparation of a calix[4]arene functionalized with two Zn(II) centers 25, which is highly efficient on transesterification of HPNP. The dimer complex is reported to be 50 times more active (in 50 (v/v)% acetonitrile-water at pH = 7.4 and I = 298 K) than the corresponding monomer (26) which is itself 6 times more active than 27, implying the contribution of the calix[4]arene moiety in the mechanism. The saturation kinetic experiments showed high association constant for the catalyst-substrate complex (K -... [Pg.226]

Many experimental variations are possible when performing uptake studies [246]. In a simple experiment for which the cells are initially free of internalised compound, the initial rates of transmembrane transport may be determined as a function of the bulk solution concentrations. In such an experiment, hydrophilic compounds, such as sugars, amino acids, nucleotides, organic bases and trace metals including Cd, Cu, Fe, Mn, and Zn [260-262] have been observed to follow a saturable uptake kinetics that is consistent with a transport process mediated by the formation and translocation of a membrane imbedded complex (cf. Pb uptake, Figure 6 Mn uptake, Figure 7a). Saturable kinetics is in contrast to what would be expected for a simple diffusion-mediated process (Section 6.1.1). Note, however, that although such observations are consistent... [Pg.487]

From the above statements it follows that it should be possible to derive the growth kinetics and calculate the growth rate of uncontaminated electrolyte crystals when the following parameters are known molecular weight, density, solubility, cation dehydration frequency, ion pair stability coefficient, and the bulk concentration of the solution (or the saturation ratio). If the growth rate is transport controlled, one shall also need the particle size. In table I we have made these calculations for 14 electrolytes of common interest. For the saturation ratio and particle size we have chosen values typical for the range where kinetic experiments have been performed (29,30). The empirical rates are given for comparison. [Pg.607]

Neglecting nonspecific binding, Eq. (6) reveals that a considerable fraction (c. 38%) of the total amount of the marker is bound to the target ([TM] = 0.38 Ka = 0.38 [Tot] = 0.38 [Mtot])- This means that the changes in the fraction of the bound marker caused in competition experiments, result in a significant change in the concentration of the nonbound marker (M). For saturation and kinetic experiments, however, this concept is more difficult to apply. [Pg.256]

This yielded a fe+i of 0.0091 + 0.002 nM mm for NO 711 binding to mGATl. Hence, the equilibrium dissociation constant calculated from kinetic MS binding experiments resulted in = 11.7 2.5 nM. This is in good accord with Kj determined in MS saturation binding experiments and confirms the validity of the new setup. [Pg.276]

Follow-up experiments with the similar Klebsiella pneumoniae enzyme (66, 67) also showed that the pH profiles for CatPx are quite different from those for classical catalases. The latter s catalatic activities are essentially pH-independent from pH 5 to 10 (6S) CatPx of Klebsiella showed a sharp pH optimum between pH 6 and 7 (66). A similar eukaryotic fungal CatPx (69) was also characterized by a sharp pH sensitivity and saturation kinetics K 3.4 mM) and, like the bac-... [Pg.70]

Kinetics of Internal Rotation of A ,A -Dimethylacetamide A Spin-Saturation Transfer Experiment 60... [Pg.124]

The involvement of NO2 was deduced from the effect of L Nr + in the kinetic experiments on the initial interaction of NO with Craq002 +. The chemistry involved in the kinetic determinations is shown in Eqs. (43)—(45). Laser flash photolysis ( <. = 266 nm) of CraqN02 + in 02 -saturated solutions generates NO and Cra+. The rapid formation of Craq002 + in reaction 44 is followed by its reaction with NO, Eq. (45). Reactions 44 and 45 were accompanied by an absorbance increase at 290 nm (formation of Craq002+) followed by a decrease, and the rate constant / 45 was obtained by fitting the data for the latter step to an... [Pg.36]

Widdas s quantitative model of the simple carrier was able to explain a number of earlier observations and to make predictions about what would be observed in more complex experiments on membrane transport. Thus it was a highly productive scientific insight. One of the earlier, apparently anomalous, results that the theory explained was the dramatic fall of membrane permeability found for solutes which were rapidly transported as solute concentration was increased. For example, in the human red blood cell, Wilbrandt and colleagues had previously measured a permeability constant for glucose which was 1000 times higher in dilute solutions of glucose than it was in a concentrated solution. This phenomenon, subsequently called saturation kinetics, is formally equivalent to the fall, as substrate concentration increases, in the proportion of substrate converted to product by a limited amount of an enzyme. [Pg.248]

A range of excess Cu(II) concentrations and at two different ionic strengths was employed in the kinetics experiments. Saturation was observed and the rate law... [Pg.315]

Data from the stoppered culture tests was also used to determine the effect of declining 02 concentration on the rate of metabolism of the cells. The specific 02 consumption rate was determined to depend linearly upon the 02 concentration throughout the range of headspace concentrations measured (0-31 %). This seems to contradict the experience of other researchers [31-33, 50], who report saturation kinetics in plant cell cultures whenever 02 concentration exceeded 4-5% (gas phase). In the stoppered culture tests, at the same time 02 concentration declined, C02 and C2H4 concentrations increased. Other unidentified compounds may also have been produced. The declining rate of metabolism observed may have been caused by conditions other than declining oxygen. [Pg.56]

In theory, K (i.e., kjki) should be the same whether determined by kinetic or equilibrium approaches. In practice, however, moderate differences arise that are often attributed to technical problems associated with separating bound from free rapidly without losing a significant proportion of receptor-toxicant complex. This problem is troublesome, particularly when estimating the amount bound at early time points in association or dissociation experiments, when the amount of bound ligand is changing rapidly. Large differences between the KD as determined in saturation and kinetic experiments, however, may indicate that the reaction is more complex than a simple bimolecular reversible reaction. [Pg.378]

It was also found that the methylcyclopentane concentration in the acid phase was about 60 ppm. An order of magnitude calculation indicates that the diffusion of methylcyclopentane Into the bulk acid phase occurs much faster than the rate of formation of Isobutane. Thus the acid phase should be considered to be saturated with methylcyclopentane throughout the reaction In all the kinetic experiments. [Pg.3]

It should be noted that a key element in most of these reactions is that they are initiated by the coordination of the substrate to the metal.Since Fischer carbene complexes are coordinatively saturated, the coordination of the substrate needs to be preceded by the loss of a ligand (see, e.g., equation 8, S = substrate). This ligand loss can be initiated thermally as well as photochemically. This loss of CO is usually the rate-limiting step which is a major reason why kinetic experiments give little information about the complex steps that follow the initial ligand loss. [Pg.143]

Schwert s group 211,245) obtained the values of individual kinetic constants over a wide range of pH. Some values at pH 8 are shown in Fig. 26 for beef Hi LDH. Meaningful results are only obtained using highly purified coenzymes and lactate. The slowest step in the forward reaction, at saturating concentrations of NAD and lactate all at pH 8, is the rate of dissociation of NADH from the binary complex (50 sec ). This basic conclusion is supported by transient kinetic experiments (Section III,E,5) although the actual process may be an isomerization prior to the step in which NADH is liberated. [Pg.271]

Kinetic experiments with synthetic iron oxyhydroxides have shown that the initial microbial reduction rate increases with increasing initial ferric iron concentration up to a given maximum reduction rate (Bonneville et al. 2004). This observation was explained by a saturation of active membrane sites with Fe(III) centers. The respective reaction was best described with a Michaelis-Menten rate expression with the maximum reduction rate per cell positively correlating with the solubility of the iron oxyhydroxides (Bonneville et al. 2004). Kinetic studies involving iron are not only inherently important to describe reaction pathways and to derive rate constants, which can be used in models. Kinetic studies also increasingly focus on iron isotopic fractionation to better understand the iron isotopic composition of ancient sediments, which may assist in the reconstruction of paleo-environments. Importantly, iron isotope fractionation occurs in abiotic and biotic processes the degree of isotopic fractionation depends on individual reaction rates and the environmental conditions, e.g. whether reactions take place within an open or closed system (Johnson et al. 2004). [Pg.251]


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Kinetics experiments

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