会议名称(中文)： 4th International Conference on Particle-Based Methods
会议名称(英文)： 4th International Conference on Particle-Based Methods. Fundamentals and Applications (PARTICLES 2015)
所属学科： 计算数学与科学工程计算,一般力学与力学基础,粒子物理与核物理
开始日期： 2015-09-28
结束日期： 2015-09-30
所在国家： 西班牙
所在城市： 西班牙
具体地点： Barcelona, Spain
主办单位： 国际计算力学协会
[ 重要日期 ]
摘要截稿日期： 2015-01-12
会议背景介绍：
The Fourth Conference on Particle-Based Methods (PARTICLES 2015) will be organised on 28-30 September 2015 in Barcelona, Spain. The previous three conferences on this series were held in Barcelona on 25-27 November 2009 and 26-28 October 2011, and in Stuttgart on 18-20 September 2013.
PARTICLES 2015 will address both the fundamental basis and the applicability of state-of-the-art particle-based computational methods that can be effectively used for solving a variety of problems in engineering and applied sciences.
The denotation "Particle-Based Methods" basically stands for two different computational models in solid and fluid mechanics.
On the one hand it represents discretization concepts in which the response of a continuum is projected onto "particles" carrying the mechanical information during deformations. Typical representatives are Meshless Methods, Smoothed Particles Hydrodynamics (SPH), Moving Particle Simulation (MPS), Particle Finite Element Method (PFEM), Material Point Method (MPM) and the Lattice-Boltzmann-Method (LBM).
On the other hand the notion expresses the computational representation of physical particles existing on different scales. Classical versions are Molecular Dynamics (MD) or the Discrete (Distinct) Element Method (DEM). Here either the particles exist a priori like in granular matters or they evolve during the loading process. In some cases the two models of discretization and physical particles are even interconnected.
PARTICLES 2015 covers both concepts because of their strong interrelation in their computation as well as application point of view.
征文范围及要求：
Conference Topics (the list is not exhaustive)
Fundamentals
Discretization concepts
Meshless methods
Smoothed Particles Hydrodynamics (SPH)
Moving Particle Simulation (MPS)
Particle Finite Element Method (PFEM)
Material Point Method (MPM) and the Lattice-Boltzmann-Method (LBM)
Physical particles procedures
Molecular Dynamics (MD) or Discrete (Distinct) Element Method (DEM)
Applications
Bio-medical engineering
Composites
Computational chemistry
Contact problems
Damage, fracture & fatigue
Disintegration processes
Earth and rock-fill dams
Environment and geosciences
Forming processes
Free surface flows
Geomechanics
Geophysics
Granulation processes
High velocity impact and blast problems
Industrial applications
Melting of objects in fire situations
Mixing processes
Multi-body and non-linear dynamics
Multi-fracturing solids systems
Multi-physics problems
Multi-scale material models
Multiphase flows
Nano-mechanics
Oil and gas exploration and extraction
Parallel processing
Quantum mechanics
Radiation damage
Real time computing
Ship hydrodynamics
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