GEK1, a gene product of Arabidopsis thaliana involved in ethanol tolerance, is a d-aminoacyl-tRNA deacylase

GEK1, an Arabidopsis thaliana gene product, was recently identified through its involvement in ethanol tolerance. Later, this protein was shown to display 26% strict identity with archaeal d-Tyr-tRNA(Tyr) deacylases. To determine whether it actually possessed deacylase activity, the product of the GEK1 open reading frame was expressed in Escherichia coli from a multi-copy plasmid. Purified GEK1 protein contains two zinc ions and proves to be a broad-specific, markedly active d-aminoacyl-tRNA deacylase in vitro. Moreover, GEK1 expression is capable of functionally compensating in E. coli for the absence of endogeneous d-Tyr- tRNA(Tyr) deacylase. Possible connections between exposure of plants to ethanol/acetaldehyde and misaminoacylation of tRNA by d-amino acids are considered

Adenosine conformations of nucleotides bound to methionyl tRNA synthetase by transferred nuclear Overhauser effect spectroscopy.

International audienceThe conformations of MgATP and AMP bound to a monomeric tryptic fragment of methionyl tRNA synthetase have been investigated by two-dimensional proton transferred nuclear Overhauser effect spectroscopy (TRNOESY). The sample protocol was chosen to minimize contributions from adventitious binding of the nucleotides to the observed NOE. The experiments were performed at 500 MHz on three different complexes, E.MgATP, E.MgATP.L-methioninol, and E.AMP.L-methioninol. A starter set of distances obtained by fitting NOE build-up curves (not involving H5' and H5") were used to determine a CHARMm energy-minimized structure. The positioning of the H5' and H5" protons was determined on the basis of a conformational search of the torsion angle to obtain the best fit with the observed NOEs for their superposed resonance. Using this structure, a relaxation matrix was set up to calculate theoretical build-up curves for all of the NOEs and compare them with the observed curves. The final structures deduced for the adenosine moieties in the three complexes are very similar, and are described by a glycosidic torsion angle (chi) of 56 degrees +/- 5 degrees and a phase angle of pseudorotation (P) in the range of 47 degrees to 52 degrees, describing a 3(4)T-4E sugar pucker. The glycosidic torsion angle, chi, deduced here for this adenylyl transfer enzyme and those determined previously for three phosphoryl transfer enzymes (creatine kinase, arginine kinase, and pyruvate kinase), and one pyrophosphoryl enzyme (PRibPP synthetase), are all in the range 52 degrees +/- 8 degrees. The narrow range of values suggests a possible common motif for the recognition and binding of the adenosine moiety at the active sites of ATP-utilizing enzymes, irrespective of the point of cleavage on the phosphate chain

2D label-free imaging of resonant grating biochips in ultraviolet

International audience2D images of label-free biochips exploiting resonant waveguide grating (RWG) are presented. They indicate sensitivities on the order of 1 pg/mm2 for proteins in air, and hence 10 pg/mm2 in water can be safely expected. A 320×256 pixels Aluminum-Gallium-Nitride-based sensor array is used, with an intrinsic narrow spectral window centered at 280 nm. The additional role of characteristic biological layer absorption at this wavelength is calculated, and regimes revealing its impact are discussed. Experimentally, the resonance of a chip coated with protein is revealed and the sensitivity evaluated through angular spectroscopy and imaging. In addition to a sensitivity similar to surface plasmon resonance (SPR), the RWGs resonance can be flexibly tailored to gain spatial, biochemical, or spectral sensitivity

Wetting and Minimal Surfaces

We study minimal surfaces which arise in wetting and capillarity phenomena. Using conformal coordinates, we reduce the problem to a set of coupled boundary equations for the contact line of the fluid surface, and then derive simple diagrammatic rules to calculate the non-linear corrections to the Joanny-de Gennes energy. We argue that perturbation theory is quasi-local, i.e. that all geometric length scales of the fluid container decouple from the short-wavelength deformations of the contact line. This is illustrated by a calculation of the linearized interaction between contact lines on two opposite parallel walls. We present a simple algorithm to compute the minimal surface and its energy based on these ideas. We also point out the intriguing singularities that arise in the Legendre transformation from the pure Dirichlet to the mixed Dirichlet-Neumann problem.Comment: 22 page

Sequence, overproduction and crystallization of aspartyl-tRNA synthetase from Thermus thermophilus Implications for the structure of prokaryotic aspartyl-tRNA synthetases

AbstractThe genes of aspartyl-tRNA synthetase (AspRS) from two Thermus thermophilus strains VK.-1 and HB8, have been cloned and sequenced. Their nucleotidic sequences code for the same protein which displays the three characteristic motifs of class II aminoacyl-tRNA synthetases. This enzyme shows 50% identity with Escherichia coli AspRS, over the totality of the chain (580 amino acids). A comparison with the eukaryotic yeast cytoplasmic AspRS indicates the presence in the prokaryotic AspRS of an extra domain between motifs 2 and 3 much larger than in the eukaryotic ones. When its gene is under the control of the tac promoter of the expression vector pKK223-3, the protein is efficiently overexpressed as a thermostable protein in E. coli. It can be further purified to homogeneity using a heat treatment followed by a single anion exchange chromatography. Single crystals of the pure protein, diffracting at least to 2.2 Å resolution (space group P212121, a = 61.4 Å, b = 156.1 Å, c = 177.3 Å) are routinely obtained. The same crystals have previously been described as crystals of threonyl-tRNA synthetase [1]

Sodium Selenide Toxicity Is Mediated by O2-Dependent DNA Breaks

Hydrogen selenide is a recurrent metabolite of selenium compounds. However, few experiments studied the direct link between this toxic agent and cell death. To address this question, we first screened a systematic collection of Saccharomyces cerevisiae haploid knockout strains for sensitivity to sodium selenide, a donor for hydrogen selenide (H2Se/HSe−/Se2−). Among the genes whose deletion caused hypresensitivity, homologous recombination and DNA damage checkpoint genes were over-represented, suggesting that DNA double-strand breaks are a dominant cause of hydrogen selenide toxicity. Consistent with this hypothesis, treatment of S. cerevisiae cells with sodium selenide triggered G2/M checkpoint activation and induced in vivo chromosome fragmentation. In vitro, sodium selenide directly induced DNA phosphodiester-bond breaks via an O2-dependent reaction. The reaction was inhibited by mannitol, a hydroxyl radical quencher, but not by superoxide dismutase or catalase, strongly suggesting the involvement of hydroxyl radicals and ruling out participations of superoxide anions or hydrogen peroxide. The •OH signature could indeed be detected by electron spin resonance upon exposure of a solution of sodium selenide to O2. Finally we showed that, in vivo, toxicity strictly depended on the presence of O2. Therefore, by combining genome-wide and biochemical approaches, we demonstrated that, in yeast cells, hydrogen selenide induces toxic DNA breaks through an O2-dependent radical-based mechanism

LES ACIDES AMINES DE LA SERIE D DANS LA TRADUCTION

PALAISEAU-Polytechnique (914772301) / SudocSudocFranceF

hybridation de méthodes intérieures et de métaheuristiques pour la programmation linéaire en nombres entiers

PARIS-DAUPHINE-BU (751162101) / SudocSudocFranceF

Contributions à l'étude de la détoxication de la levure par les transporteurs ABC (1 - étude biochimique de Yor1p; 2 - rôle des thiols dans la toxicité du sélénium)

PALAISEAU-Polytechnique (914772301) / SudocSudocFranceF

On the Relation between Chemical Oscillations and Self-Replication

International audienceOne proposed scenario for the emergence of biochemical oscillations is that they may have provided the basic mechanism behind cellular self-replication by growth and division. However, alternative scenarios not requiring any chemical oscillation have also been proposed. Each of the various protocell models proposed to support one or another scenario comes with its own set of specific assumptions, which makes it difficult to ascertain whether chemical oscillations are required or not for cellular self-replication. This article compares these two cases within a single whole-cell model framework. This model relies upon a membrane embedding a chemical reaction network (CRN) synthesizing all the cellular constituents, including the membrane, by feeding from an external nutrient. Assuming the osmolarity is kept constant, the system dynamics are governed by a set of nonlinear differential equations coupling the chemical concentrations and the surface-area-to-volume ratio. The resulting asymptotic trajectories are used to determine the cellular shape by minimizing the membrane bending energy (within an approximate predefined family of shapes). While the stationary case can be handled quite generally, the oscillatory one is investigated using a simple oscillating CRN example, which is used to identify features that are expected to hold for any network. It is found that cellular self-replication can be reached with or without chemical oscillations, and that a requirement common to both stationary and oscillatory cases is that a minimum spontaneous curvature of the membrane is required for the cell to divide once its area and volume are both doubled. The oscillatory case can result in a greater variety of cellular shape trajectories but raises additional constraints for cellular division and self-replication: (i) the ratio of doubling time to oscillation period should be an integer, and (ii) if the oscillation amplitude is sufficiently high, then the spontaneous curvature must be below a maximum value to avoid early division before the end of the cycle. Because of these additional stringent constraints, it is likely that early protocells did not rely upon chemical oscillations. Biochemical oscillations typical of modern evolved cells may have emerged later through evolution for other reasons (e.g., metabolic advantage) and must have required additional feedback mechanisms for such a self-replicating system to be robust against even slight environmental variations (e.g., temperature fluctuations)