'Surface growth' diaporamas de présentation

A longitudinal study of brain development in autism

A longitudinal study of brain development in autism. Heather Cody Hazlett, PhD Neurodevelopmental Disorders Research Center & UNC-CH Dept of Psychiatry NA-MIC Core1 Mtg Boston, MA May 30, 2007. Overview. Summary of hypotheses Data available to NA-MIC

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Nanoparticle bombardment -deposition-

Meeting report 11.1.2007. Nanoparticle bombardment -deposition-. Inkyu Eu Univ.of Michigan Ann Arbor Mechanical Engineering. Overview. 1.Second application of NanoFET 2.What is the CBD? 3.How can nanoparticles be deposited on a substrate? 4. Cluster sources

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Surface Structures of Growth Models with Constraints From the Surface-Height Distribution

Surface Structures of Growth Models with Constraints From the Surface-Height Distribution. ??? , ??? , ? ? ?????. 1. 1. Motivation. In equilibrium state, Normal restricted solid-on-solid model : Edward-Wilkinson universality class Two-particle correlated surface growth

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Metropolis-type evolution rules for surface growth models with the global constraints

Metropolis-type evolution rules for surface growth models with the global constraints on one and two dimensional substrates. Yup Kim, H. B. Heo, S. Y. Yoon KHU. 1. 1. Motivation. In equilibrium state, Normal restricted solid-on-solid model : Edward-Wilkinson universality class

255 views • 17 slides

Gas phase preparation of nanoparticles

Gas phase preparation of nanoparticles. Mikko Lassila. Contents. General issues Gas phase synthesis of nanoparticles Simulation Reactor technologies: flame , furnice glow, how-wall, plasma and laser reactors Conclusions Sources. General issues.

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CAPACITIVELY COUPLED RF PLASMAS FOR THE SYNTHESIS OF SILICON NANOCRYSTALS*

CAPACITIVELY COUPLED RF PLASMAS FOR THE SYNTHESIS OF SILICON NANOCRYSTALS*. R. Le Picard 1 , A.H. Markosyan 2 , D.H. Porter 3 , M.J. Kushner 2 , S.L. Girshick 1 1 Univ. of Minnesota, Dept. Mech. Engr., Minneapolis, MN USA 2 Univ. of Michigan , Electrical & Comp. Engr., Ann Arbor, MI USA

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GPUday 02/06/2016

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DAMAGE SPREADING PHASE TRANSITIONS IN A THEMAL ROUGHENING MODEL

DAMAGE SPREADING PHASE TRANSITIONS IN A THEMAL ROUGHENING MODEL. Yup Kim with C. K. Lee Kyung Hee Univ. Ref.: 1. Yup Kim and C. K. Lee, Phys. Rev E 62, 3376 (2000). 2. Yup Kim, Phys. Rev E 64, 027101 (2001). 0.5 0.4 0.3 0.2 0.1. 0.00 1.00 1.04 1.08. 1.0 0.0.

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A stochastic analysis of continuum Langevin equation for surface growths

A stochastic analysis of continuum Langevin equation for surface growths. S.Y.Yoon, Yup Kim Kyung Hee University. Motivation of this study. To solve the Langevin equation 1. Renormalization Group theory 2. Numerical Integrations. ? Numerical Intergration method.

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Kinetic Wulff Construction for Twinned Particles

Kinetic Wulff Construction for Twinned Particles. Monica Olvera , Northwestern University, DMR 1121262.

354 views • 1 slides