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Meshless numericalmethods applied tomultiphysics andmultiscale problems
Alexander Lukyanov
Numerical Analysis
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Thesis
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Dissertation (TU Delft)
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Engineering
Hydrodynamics
100%
Models
50%
Development
50%
Gas Flow
25%
Structural Mechanics
25%
Deformation
25%
Discretization
25%
Velocity
25%
Constitutive Equation
25%
Dimensional Discrete
25%
Nonlinear Partial Differential Equation
25%
Phase Space
25%
Local Region
25%
Numerical Methods
25%
Fluid Flow
25%
Fluid Mechanics
25%
Research
25%
Chemical Effect
25%
Computational Resource
25%
Density
25%
Fields
25%
Partial Differential Equation
25%
Flow Dynamics
25%
State Variable
25%
Engineering
25%
System Behavior
25%
Inviscid Fluid
25%
Codes
25%
Governing Equation
25%
Numerical Technique
25%
Multiscale
25%
INIS
hydrodynamics
100%
particles
100%
dynamics
50%
partial differential equations
50%
nonlinear problems
50%
equations
50%
astrophysics
25%
dynamical systems
25%
fluid flow
25%
values
25%
deformation
25%
mechanics
25%
simulation
25%
interfaces
25%
phase space
25%
interpolation
25%
resources
25%
density
25%
fluids
25%
lagrangian
25%
gas flow
25%
velocity
25%
tools
25%
engineering
25%
nanotechnology
25%
Mathematics
Nonlinear
100%
Weighted Average
50%
Numerical Methods
50%
Discretization
50%
Systems Of Partial Differential Equations
50%
Computational
50%
State Variable
50%
Lagrangian Description
50%
Phase Space
50%
Partial Differential Equation
50%
System Behavior
50%
Dynamical System
50%
Solve System
50%
Interpolation
50%
Eulerian Description
50%
Numerical Technique
50%
Keyphrases
Fluid Flow Dynamics
25%
Gas Flow Dynamics
25%
Local Region
25%
Nonlinear Tools
25%
Discrete Phase Space
25%
System of Nonlinear Partial Differential Equations
25%