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Complexity: applied nonlinear science

Materials & Physics Research - Nonlinear Theory

(key staff: McDonald, Christian, Boardman, Sandiford and Chadwick)

Analyses of new phenomena involving non-linear wave propagation in materials science contexts. Work draws on general concepts such as fractals, spatiotemporal solitons, vortices [1], patterns and chaos. Analytical work both addresses real-world problems and extends understanding to new potential domains of application. Full-scale numerical modelling accompanies theoretical investigations.

Atomistic materials modelling

Materials & Physics Research - Hydrogen Energy

(key staff: Morrison, Bull, Barnes, Oates, Roach and Ross)

First principles of atomistic modelling and prediction of materials properties. The atomistic simulation of structure and dynamics is used to understand and design complex materials with optimal properties.

New hydrogen storage materials for mobile applications. See, for example, the HyTrain and the NESSHY (Novel Efficient Solid Storage for H2) websites.

Structure and dynamics of molecular solids (e.g. ice and biotech solids)

Magnetic phase transitions induced by hydrogen

Thermodynamical and biomolecular properties

Lasers and photonics theory

Materials & Physics Research - Laser Theory

(key staff: McDonald, Christian, Boardman and Yates)

Non-linear material effects (Raman, magneto-optical, surface wave, metamaterial, band gap and others) exploited in diverse contexts such as laser and device design, waveguides, medical physics and optical fibres.

Atomic collisions in solids and ion beam physics

Chemical physics and biomaterials

Structural analysis and functional material properties

Magnetism and nanomaterials

Experimental applied optics

Stellar physics & space technology

Theoretical solid mechanics

Materials & Physics Research - Theoretical Solid Mechanics (key staff: Sandiford)

Theoretical investigation of the dynamic response of elastic structures, especially when subject to external load. A powerful combination of numerical and asymptotic techniques is deployed.

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