<--- Back to Details
First PageDocument Content
Mathematics / Neutron transport / Monte Carlo N-Particle Transport Code / Monte Carlo method / Asymptotic homogenization / Geometric and material buckling / Homogenization / Multiplication / Neutron / Physics / Nuclear technology / Nuclear physics
Date: 2013-11-20 15:42:19
Mathematics
Neutron transport
Monte Carlo N-Particle Transport Code
Monte Carlo method
Asymptotic homogenization
Geometric and material buckling
Homogenization
Multiplication
Neutron
Physics
Nuclear technology
Nuclear physics

Manuscript Title in Title Case

Add to Reading List

Source URL: www.djs.si

Download Document from Source Website

File Size: 335,26 KB

Share Document on Facebook

Similar Documents

Physics / Asymptotic homogenization / Eindhoven University of Technology / Technology / Mechanical engineering / Applied mechanics / Continuum mechanics / Materials science / Mechanics / Micromechanics / Engineering

graduate course MULTI-SCALE & MICROMECHANICS November 17th – 19th 2014 November 24th – 26th 2014 Mechanics of Materials

DocID: 1b2Rm - View Document

Physics / Wave / Asymptotic homogenization / Functionally graded material / Dispersion / Mathematical analysis / Partial differential equations / Wave mechanics

THESIS ON NATURAL AND EXACT SCIENCES B93 Numerical Simulation of Wave Propagation in Heterogeneous and Microstructured Materials

DocID: 1b27u - View Document

Asymptotic homogenization / Bounded variation / Perturbation theory / Mathematical analysis / Calculus of variations / Γ-convergence

Published Works by Andrea Braides (in order of writing) 1. A. Braides. Omogeneizzazione di integrali non coercivi. Ricerche Mat), A. Braides. Omogeneizzazione quasi periodica. Atti del convegno “E

DocID: 1ahxV - View Document

Physics / Aerospace engineering / Oilfield terminology / Petroleum engineering / Viscosity / Navier–Stokes equations / Asymptotic homogenization / Fluid dynamics / Partial differential equations / Mathematical analysis / Aerodynamics

Modeling the Interaction Between Bristle Elastic Structures and Fluids N.D. Botkin, K.-H. Hoffmann, V.N. Starovoitov, V.L. Turova Center of Advanced European Studies and Research (caesar) Friedensplatz 16, 53111 Bonn, Ge

DocID: 19RCy - View Document

Asymptotic homogenization / Quadratic / Oscillation / Amplitude / Physics / Mathematical analysis / Partial differential equations / Asymptotic analysis

H–measures and semi–classical measures: an introduction by G. Francfort H–measures, also called microlocal defect measures —introduced indepen´rard and by L. Tartar— and semi–classical measures — dently by

DocID: 19QGG - View Document