# Fingerprint Dive into the research topics where Centre for Micro- and Nanomechanics (CEMINACS) is active. These topic labels come from the works of this organisation's members. Together they form a unique fingerprint.

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### Engineering & Materials Science

Cracks

Elasticity

Composite materials

Boundary integral equations

Pipe

Stress intensity factors

Stiffness

Fibers

Laminates

Delamination

Crack closure

Fracture mechanics

Stress concentration

Finite element method

Elastic moduli

Stainless steel

Buckling

Failure analysis

Stress analysis

Peeling

Substrates

Microstructure

Electric excitation

Steel pipe

Strain energy

Adhesion

Anchors

Functionally graded materials

Dynamic response

Tubing

Plastics

Shear waves

Glass

Mechanical properties

Cermets

Tapes

Elastic deformation

Boundary value problems

Mechanics

Compaction

Defects

Sandwich structures

Integral equations

Crack propagation

Magnetic fields

Nanocomposites

Electrodes

Wave propagation

Temperature

Lithium

Testing

Laminated composites

Electric fields

Coatings

Boundary conditions

Metals

Constitutive equations

Vibration analysis

Friction

Shear stress

Residual stresses

Unloading

Materials properties

Surface waves

Gases

Corrosion

Poisson ratio

Thermal gradients

Dynamic analysis

Carbon

Stress relief

Thermoplastics

Centrifuges

Fracture toughness

Plastic deformation

Geometry

Electrolytes

Tissue

Rocks

Elastomers

Elastic constants

Cell adhesion

Experiments

Vibrations (mechanical)

Thermal conductivity of gases

Damping

Gels

Microcracks

Debonding

Pitting

Carbon fibers

Reinforcement

Oil wells

Magnetostatics

Indentation

Well completion

Kinematics

Adhesives

### Physics & Astronomy

#### General

cracks

stress intensity factors

electric contacts

formulations

interactions

shear

traction

incidence

peeling

fibers

allowances

thickness ratio

tapes

tubes

constitutive equations

configurations

elastostatics

equilibrium equations

#### Chemistry and Materials

elastic properties

composite materials

gels

lithium

laminates

stiffness

polymers

ceramics

#### Physics

harmonics

elastodynamics

compression waves

stress distribution

coefficients

friction

#### Mathematical and Computer Sciences

integral equations

#### Engineering

electric batteries

crack tips

### Mathematics

Crack

Boundary Integral Equations

Elasticity

Interface Crack

Harmonic

Finite Deformation

Transversely Isotropic

Three-dimensional

Sandwich

Elastic Material

Composite

Half-space

Biaxial

Stiffness

Formulation

Transverse

Constitutive Law

Cracking

Propagation

Model

Governing equation

Elastic Properties

Contact Problem

Crack Closure

Face

Dynamic Problem

Laminates

Strain Energy

Energy Function

Contact Force

Modeling

Elasticity Problem

Energy

Constitutive Equation

Anisotropic Material

Soft Tissue

Substrate

Bimaterial

Tube

Electric Field