Thierry Charitat
Institut Charles Sadron
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Featured researches published by Thierry Charitat.
European Physical Journal E | 2009
C. Scomparin; Sigolene Lecuyer; M. Ferreira; Thierry Charitat; Bernard Tinland
The diffusion law of DMPC and DPPC in Supported Lipid Bilayers (SLB), on different substrates, has been investigated in details by Fluorescence Recovery After Patterned Photobleaching (FRAPP). Over micrometer length scales, we demonstrate the validity of a purely Brownian diffusive law both in the gel and the fluid phases of the lipids. Measuring the diffusion coefficient as a function of temperature, we characterize the gel-to-liquid phase transition of DMPC and DPPC. It is shown that, depending on the type of substrate and the method used for bilayer preparation, completely different behaviours can be observed. On glass substrates, using the Langmuir-Blodgett deposition technique, both leaflets of the bilayer have the same dynamics. On mica, the dynamics of the proximal leaflet is slower than the dynamics of the distal leaflet, although the transition temperature is the same for both layers. Preparing bilayers from vesicle fusion in same conditions leads to more random behaviours and shifted transition temperatures.
Langmuir | 2008
Laurent Jourdainne; Sigolène Lecuyer; Youri Arntz; Catherine Picart; Pierre Schaaf; Bernard Senger; Jean-Claude Voegel; Philippe Lavalle; Thierry Charitat
Poly( L-lysine) (PLL)/hyaluronic acid (HA) multilayers are films whose thickness increases exponentially with the number of deposition steps. Such a growth process was attributed to the diffusion, in and out of the whole film, of at least one of the polyelectrolytes constituting the film. In the case of PLL/HA, PLL is known to be the diffusing species. In order to better understand the growth mechanism of such films, it is of primary importance to well characterize the diffusion process of the polyelectrolytes in the multilayer. This process is studied here by fluorescence recovery after pattern photobleaching. We show that the diffusion behavior is different when we consider either PLL chains that are deposited on top of the film or PLL chains embedded in the film, even below only one HA layer. For chains that are embedded, we find two populations: a mobile one with a diffusion coefficient, D, of the order of 0.1 microm(2) x s(-1) and a population that appears immobile ( D < 0.001 microm(2) x s(-1)). For chains deposited on top of the multilayer, a third population appears which is rapidly diffusing ( D congruent with 1 microm(2) x s(-1)). These results confirm the validity of the model generally accepted for the exponential growth process and in particular the existence of up to three subgroups of PLL chains from the point of view of their diffusion coefficient.
European Physical Journal B | 1998
Carlos M. Marques; D. Izzo; Thierry Charitat; Eduardo Mendes
Abstract:We study the scattering intensity of dilute and semi-dilute solutions of star polymers. The star conformation is described by a model introduced by Daoud and Cotton. In this model, a single star is regarded as a spherical region of a semi-dilute polymer solution with a local, position dependent screening length. For high enough concentrations, the outer sections of the arms overlap and build a semi-dilute solution (a sea of blobs) where the inner parts of the actual stars are embedded. The scattering function is evaluated following a method introduced by Auvray and de Gennes. In the dilute regime there are three regions in the scattering function: the Guinier region (low wave vectors,
European Physical Journal E | 2006
Sigolene Lecuyer; Giovanna Fragneto; Thierry Charitat
Proceedings of the National Academy of Sciences of the United States of America | 2012
Arnaud Hemmerle; Linda Malaquin; Thierry Charitat; Sigolene Lecuyer; Giovanna Fragneto; Jean Daillant
qR \ll 1
Biointerphases | 2008
Thierry Charitat; S. Lecuyer; Giovanna Fragneto
Soft Matter | 2012
Martin Bauer; Thierry Charitat; Christophe Fajolles; Giovanna Fragneto; Jean Daillant
) from where the radius of the star can be extracted; the intermediate region (
European Journal of Physics | 2003
Thierry Charitat; F. Graner
European Physical Journal E | 2010
Linda Malaquin; Thierry Charitat; Jean Daillant
1 \ll qR \ll {f^{2/5}}
Advances in Colloid and Interface Science | 2001
L. Léger; H. Hervet; Thierry Charitat; Vasileios Koutsos