# Fingerprint Dive into the research topics where Centre for Nonlinear Mechanics is active. These topic labels come from the works of this organisation's members. Together they form a unique fingerprint.

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### Mathematics

Approximation

Bifurcation

Boundary conditions

Buckling

Chaos

Composite

Critical Load

Curvature

Cylindrical Shell

Dipole

Energy

Experimental Results

Face

Formulation

Geology

Granular Media

Kink

Large Deformation

Mechanics

Mode Shape

Model

Modeling

Moment

Nonlinear Dynamics

Nonlinear Equations

Nucleation

Numerical Solution

Plane Strain

Plane Stress

Positive Definiteness

Postbuckling

Rayleigh-Ritz Method

Rubber

Sandwich

Scenarios

Shear Bands

Shear Deformation

Shortage

Stability Criteria

Stiffness

Straight

Stress Tensor

Symmetry

Tail

Timoshenko Beam

Transverse

### Engineering & Materials Science

Actuators

Boundary conditions

Buckling

Chaos theory

Composite materials

Coriolis force

Defects

Dielectric properties

Drying

Electric fields

Feedback control

Finite element method

Geology

Heating

Incompressible flow

Mechanics

Meteorology

Microwave heating

Microwave ovens

Moisture

Motion control

Natural frequencies

Nonlinear equations

Nucleation

Numerical methods

Phase transitions

Shear bands

Shear deformation

Stability criteria

Stiffness

Structural geology

Structural members

### Physics & Astronomy

#### Aerospace Sciences

weather

#### Chemistry and Materials

stiffness

#### Engineering

dielectric properties

drying

heating

nucleation

ovens

plane stress

pulse detonation engines

#### General

Bouguer law

boundary conditions

buckling

convection

curvature

decay

dipoles

electric fields

equilibrium equations

falling

formulations

incompressible flow

kink bands

mesh

microwaves

moisture content

plane strain

predictions

retaining

shear

slabs

thickness ratio

#### Geosciences

meteorology

#### Mathematical and Computer Sciences

approximation

nonlinear equations

smoothing

stress tensors

#### Physics

transport theory