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Institution

ParisTech

EducationParis, France
About: ParisTech is a education organization based out in Paris, France. It is known for research contribution in the topics: Finite element method & Residual stress. The organization has 1888 authors who have published 1965 publications receiving 55532 citations. The organization is also known as: Paris Institute of Technology & ParisTech Développement.


Papers
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Journal ArticleDOI
TL;DR: It is proven that the previous estimation of the number of QT solutions, for a given number of plies and saturated groups, is not correct because a larger number of solutions has been found in this study.

19 citations

Journal ArticleDOI
TL;DR: It is demonstrated that nitrogen in the axis II comes mainly from new root uptake after decapitation, and asparagine was the sole amino acid able to sustain an efficient elongation in vitro when supplied in combination with sucrose.

19 citations

Journal ArticleDOI
TL;DR: It is argued that the informational structure of the industry is evolving from a situation in which works are selected before the production phase and promotion is centralised to a situationIn which there will be no selection and/or promotion will be decentralised.
Abstract: In this paper, we provide scenarios of evolution for the recorded music industry. These scenarios are based on two dimensions. First, we identify two strategies of revenue extraction in a digital world: either through the sale of content, which requires a direct or indirect protection of music files; or through the (almost) free distribution of content and the sale of complementary goods or services. Second, we argue that the informational structure of the industry is evolving from a situation in which works are selected before the production phase and promotion is centralised to a situation in which there will be no selection and/or promotion will be decentralised. We discuss each scenario in terms of market structure and diversity and provide examples of emerging business that fit with the scenarios.

19 citations

Journal ArticleDOI
TL;DR: In this paper, an experimental system was constructed to record the process parameters and the microhardness has been measured by the Vickers method in an axial section of the rolled piece and the process has also been simulated by means of finite element calculations using the Abaqus/Explicit code.
Abstract: The methods of cold rolling of rods are widely used in manufacturing industries to obtain pieces with complex profiles. In this study, complex profiles with grooves have been formed by in-feed methods using two rolls. An experimental system was constructed to record the process parameters. The microhardness has been measured by the Vickers method in an axial section of the rolled piece. The process has also been simulated by means of finite element calculations using the Abaqus/Explicit code. The material behavior is described by using a 5-parameter strain-hardening law and by accounting for thermal effects at high strain-rates. Finally, a comparison is made between experimental and simulated results.

19 citations

Posted Content
TL;DR: In this article, the authors give simple proofs of hypoelliptic estimates for some models of kinetic equations with a fractional order diffusion part, based on energy estimates together with F. Bouchut and B. Perthame previous ideas.
Abstract: We give simple proofs of hypoelliptic estimates for some models of kinetic equations with a fractional order diffusion part. The proofs are based on energy estimates together with F. Bouchut and B. Perthame previous ideas.

19 citations


Authors

Showing all 1899 results

NameH-indexPapersCitations
Mathias Fink11690051759
George G. Malliaras9438228533
Mickael Tanter8558329452
Gerard Mourou8265334147
Catherine Lapierre7922718286
Carlo Adamo7544436092
Jean-François Joanny7229420700
Marie-Paule Lefranc7238121087
Paul B. Rainey7022217930
Vincent Lepetit7026826207
Bernard Asselain6940923648
Michael J. Baker6939420834
Jacques Prost6819819064
Jean-Philippe Vert6723517593
Jacques Mairesse6631020539
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
20239
202212
202174
202093
2019127
2018145