Jean-Luc Bailleul
University of Nantes
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Featured researches published by Jean-Luc Bailleul.
Inverse Problems in Science and Engineering | 2010
A. El Labban; Pierre Mousseau; Jean-Luc Bailleul; Rémi Deterre
Thick rubber part moulding is a process, during which coupling between heat and chemical kinetic equations is strong. Automatic tooling control, therefore, is the guarantee of achieving proper curing within the mould. This article initially presents a detailed method for curing optimization. With this aim in view, the optimum temperature cycle for the desired curing state is examined. The use, here, of the conjugate gradient method implies to determine the solution of both adjoin and sensitivity equations. A sensitivity study is also conducted in order to improve the kinetic model. Finally, some optimization examples are discussed.
INTERNATIONAL CONFERENCE ON ADVANCES IN MATERIALS AND PROCESSING TECHNOLOGIES (AMPT2010) | 2011
Géraldine Oliveux; Jean-Luc Bailleul
A solvolysis process is studied to degrade an unsaturated polyester resin based on DCPD (dicyclopentadiene) and crosslinked with styrene, as the matrix of a composite material reinforced with long glass fibers. The study presented here investigates in particular the hydrolysis in conditions below the critical point of water (T<374°u2009C and P<221bar) in a batch reactor. Process window and parameter influences were studied by a Design of Experiments (DOE) approach (1). A tar‐like substance issued from thermal degradations is formed in greater or lesser quantities depending on the operating conditions, and coats the fibers. The appearance of the composite samples and the degree of conversion for the degradation at 250°u2009C lead us to make a parallel with osmosis phenomena to explain the initiation mechanism of the degradation.
10TH ESAFORM CONFERENCE ON MATERIAL FORMING | 2007
A. El Labban; P. Mousseau; Jean-Luc Bailleul; Rémi Deterre
Although numerical simulation has proved to be a useful tool to predict the rubber vulcanization process, few applications in the process control have been reported. Because the end‐use rubber properties depend on the state of cure distribution in the parts thickness, the prediction of the optimal distribution remains a challenge for the rubber industry. The analysis of the vulcanization process requires the determination of the thermal behavior of the material and the cure kinetics. A nonisothermal vulcanization model with nonisothermal induction time is used in this numerical study. Numerical results are obtained for natural rubber (NR) thick‐section part curing. A controlled gradient of the state of cure in the part thickness is obtained by a curing process that consists not only in mold heating phase, but also a forced convection mold cooling phase in order to stop the vulcanization process and to control the vulcanization distribution. The mold design that allows this control is described. In the hea...
Journal of Thermal Analysis and Calorimetry | 2016
Gidéon Simenou; Jean-Luc Bailleul; Jerome Bellettre
AbstractnIn the present work, an epoxy-amine-cured resin is subjected to hydrothermal degradation, in high-temperature and high-pressure water. The thermal behaviour of the epoxy-amine-cured resin, during the hydrothermal degradation, was characterized, by differential scanning calorimetry using high-pressure and high-temperature crucibles. The study is performed by heating samples from ambient temperature to a bearing temperature between 335 and 390xa0°C. Operating pressure at these bearing temperatures can exceed 400xa0bar. The complete degradation of the resin can be achieved at 335xa0°C, but only for nonzero resident times (IE, maintaining the heating at the bearing temperature), regardless of the bearing temperature. At a specific temperature level, an exothermic heat flux is observed, when heating both water only (system 1) and waterxa0+xa0resin (system 2). We have shown that this exothermic heat flux is due to a phase transition.
Composites Part A-applied Science and Manufacturing | 2012
Géraldine Oliveux; Jean-Luc Bailleul
Composites Science and Technology | 2007
Nicolas Boyard; A. Millischer; Vincent Sobotka; Jean-Luc Bailleul; Didier Delaunay
Composites Science and Technology | 2007
X.A. Aduriz; Cyril Lupi; Nicolas Boyard; Jean-Luc Bailleul; Dominique Leduc; Vincent Sobotka; N. Lefèvre; Xavier Chapeleau; Christian Boisrobert; Didier Delaunay
Polymer Degradation and Stability | 2013
Géraldine Oliveux; Jean-Luc Bailleul; Nicolas Lefevre; Gwenaël Biotteau
Applied Thermal Engineering | 2015
Saannibe Ciryle Somé; Didier Delaunay; Jalal Faraj; Jean-Luc Bailleul; Nicolas Boyard; Stéphane Quilliet
Composites Science and Technology | 2017
Géraldine Oliveux; Jean-Luc Bailleul; Arnaud Gillet; Olivier Mantaux; Gary A. Leeke