# Fingerprint Dive into the research topics where Martin Ostoja Starzewski is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

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### Engineering & Materials Science

Fractals

Elasticity

Microstructure

Composite materials

Continuum mechanics

Boundary conditions

Tensors

Boundary value problems

Micromechanics

Plastics

Mechanics

Stiffness

Wavefronts

Thermodynamics

Fractal dimension

Thermoelasticity

Polycrystals

Statistics

Wave propagation

Fibers

Elastic moduli

Heat conduction

Cracks

Entropy

Materials properties

Anisotropy

Geometry

Stiffness matrix

Granular materials

Plasticity

Computational mechanics

White noise

Computer simulation

Relaxation time

Finite element method

Random processes

Porous materials

Fluids

Wave equations

Derivatives

Plastic flow

Physics

Continuum damage mechanics

Axial flow

Shock waves

Thermal conductivity

Crystals

Kinematics

Free energy

Volume fraction

### Physics & Astronomy

#### General

fractals

continuums

microstructure

thermodynamics

boundary conditions

scaling

homogenizing

plastics

inclusions

dissipation

helices

micromechanics

microbalances

scale effect

polycrystals

simulation

hierarchies

cracks

anisotropy

conductivity

fillers

entropy

permeability

formulations

traction

Couette flow

shock

white noise

damage

constrictions

hardening

#### Chemistry and Materials

composite materials

thermoelasticity

elastic properties

stiffness

modulus of elasticity

nanocomposites

#### Engineering

continuum mechanics

orthogonality

computational mechanics

shielding

#### Mathematical and Computer Sciences

tensors

boundary value problems

matrices

stiffness matrix

#### Physics

conductive heat transfer

elastodynamics

coefficients

thermal conductivity

wave equations

### Mathematics

Fractal

Random Field

Microstructure

Composite

Continuum Mechanics

Randomness

Random Media

Continuum

Tensor

Elasticity

Elastodynamics

Fractal Dimension

Plastics

Micropolar

Couple Stress

Wave Propagation

Inclusion

Thermomechanics

Wave Front

Product Measure

Cauchy

Conductivity

Model

Modulus

Spectral Expansion

Boundary conditions

Porous Media

Heterogeneous Materials

Governing equation

Scale Effect

Modeling

Correlation Structure

Coefficient

Homogenization

Thermoelasticity

Scaling Function

Elasto-plastic

Scaling

Fractional

Dependent

White noise

Wave equation

Balance Laws

Shock Waves

Thermodynamics

Hardening

Orthogonality

Dissipation

Propagation

Crack