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Michaelis-Menten Equation (michaelis-menten + equation)

Distribution by Scientific Domains

Life Sciences	50%

Selected Abstracts

Regulation of monomeric dynein activity by ATP and ADP concentrations

CYTOSKELETON, Issue 4 2001
Katsuyuki Shiroguchi
Abstract Axonemal dyneins are force-generating ATPases that produce ciliary and flagellar movement. A dynein has large heavy chain(s) in which there are multiple (4,6) ATP-binding consensus sequences (P-loops) as well as intermediate and light chains, constituting a very large complex. We purified a monomeric form of dynein (dynein- a) that has at least three light chains from 14S dyneins of Tetrahymena thermophila and characterized it. In in vitro motility assays, dynein- a rotated microtubules around their longitudinal axis as well as translocated them with their plus-ends leading. ATPase activity at 1 mM ATP was doubled in the presence of a low level of ADP (, 20 ,M). Both ATPase activity and translocational velocities in the presence of ADP (, 20 ,M) fit the Michaelis-Menten equation well. However, in the absence of ADP (< 0.1 ,M), neither of the activities followed the Michaelis-Menten-type kinetics, probably due to the effect of two ATP-binding sites. Our results also indicate that dynein- a has an ATP-binding site that is very sensitive to ADP and affects ATP hydrolysis at the catalytic site. This study shows that a monomeric form of a dynein molecule regulates its activity by direct binding of ATP and ADP to itself, and thus the dynein molecule has an intramolecular regulating system. Cell Motil. Cytoskeleton 49:189,199, 2001. © 2001 Wiley-Liss, Inc. [source]

Threshold analysis of selected dose-response data for endocrine active chemicals,

APMIS, Issue 3 2001
Robert M. Blair
Using a biologically relevant mathematical model, the Michaelis-Menten equation, we examined published data from endocrine active chemicals for evidence of no-threshold dose-response curves. Data were fit to a modified Michaelis-Menten equation which accounted for total background response. Subsequently, the data sets were analyzed using non-linear regression in order to estimate the four parameters of interest (non-hormone controlled background (Bnh), maximum response (Rmax), endogenous hormone level (D0), and the dose at which a half-maximal response was observed (ED50)) and to determine the fit to the fully modified Michaelis-Menten equation. Subsequently, response data were adjusted to account for Bnh and then normalized to Rmax, while dose data were adjusted to account for D0 and then normalized to the ED50. This data set was combined into a single, composite data set and fit to the fully modified Michaelis-Menten equation. We examined 31 data sets (24 endpoints) from studies on 9 different chemical/hormone treatments. Twenty-six of the data sets fit the modified Michaelis-Menten equation with high multiple correlation coefficients (r>0.90). The normalized data demonstrated a good fit to the modified Michaelis-Menten equation. These results indicate that a variety of biological responses fit the modified Michaelis-Menten equation, which does not have a threshold dose term. [source]

Method for Lipase-Catalyzed Carbonate Synthesis via One- and Two-Step Alkoxycarbonylation Reactions

BIOTECHNOLOGY PROGRESS, Issue 2 2003
Sangeetha M. Chandrasekaran
Lipase-catalyzed alkoxycarbonylation methods offer potential advantages over the currently practiced industrial scale chemical synthesis of carbonates. We report a method for synthesis of organic carbonates via lipase-catalyzed alkoxycarbonylation between diphenyl carbonate and various alcohols in hexane. This method utilizes precursors that are readily available and does not involve extensive purification of the intermediate. In a two-step process, the two phenyl groups of diphenyl carbonate were substituted by two alcohol nucleophiles. The approach was demonstrated for two-step synthesis of 14 different disubstituted carbonate products. The rates of reaction for the two steps were much slower if the order of nucleophile addition was reversed. Under optimal conditions, complete conversion of diphenyl carbonate occurred within 8,15 h at 50 °C, which is a significant improvement from 50,90 h at 24 °C. A kinetic model for the alkoxycarbonylation reaction was derived based on the Michaelis-Menten equation, which simplified to first-order kinetics at low and equimolar concentration of substrates. [source]