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Research Profile - Department of Materials Science and Metallurgy ...

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Karl S<strong>and</strong>eman<br />

Royal Society University <strong>Research</strong> Fellow<br />

MA University <strong>of</strong> Cambridge<br />

PhD University <strong>of</strong> Cambridge<br />

+44 (0) 1223 762982<br />

kgs20@cam.ac.uk<br />

www.msm.cam.ac.uk/dmg/<br />

Magnetic Phase Transitions <strong>and</strong> Cooling<br />

My work in the Device <strong>Materials</strong> Group aims to improve<br />

fundamental underst<strong>and</strong>ing <strong>of</strong> the transitions between magnetic<br />

states in materials. In these days <strong>of</strong> environmentally aware<br />

science, one potential application <strong>of</strong> this research is in a new,<br />

high-efficiency, gas-free cooling device: the magnetic refrigerator.<br />

Magnetic refrigeration<br />

A conventional refrigerator uses the energetic difference<br />

between gas <strong>and</strong> liquid to provide cooling via the expansion<br />

<strong>and</strong> contraction <strong>of</strong> a volatile refrigerant. In an analogous way, we<br />

can harness the energetic differences between magnetic states<br />

in suitable solid refrigerants by reversible magnetization <strong>and</strong><br />

demagnetization. The resulting “magnetocaloric effect” manifests<br />

itself by a change in temperature <strong>of</strong> a magnetic material on<br />

adiabatic (de)magnetization. In most cases, magnetization is<br />

accompanied by a temperature increase, largest around magnetic<br />

phase transitions accompanied by a sharp change in the<br />

magnetic state <strong>of</strong> the material.<br />

Negative magnetocaloric effect<br />

I have focused on an unusual subset <strong>of</strong> magnetocaloric effects,<br />

where magnetization brings about a decrease in the temperature<br />

<strong>of</strong> the magnetic refrigerant. Work to-date is pioneering the study<br />

<strong>of</strong> a new material in this area, <strong>and</strong> we are now combining ab-initio<br />

models, neutron-diffraction experiments <strong>and</strong> bulk magnetization<br />

studies to underst<strong>and</strong> the subtle interplay <strong>of</strong> magnetic<br />

interactions which brings about the negative magnetocaloric<br />

effect in our material <strong>and</strong> in other related systems. This work has<br />

led to the foundation <strong>of</strong> a spin-out company, Camfridge Ltd.,<br />

which has built several prototype magnetic-cooling engines.<br />

Minimizing magnetic fields<br />

A question <strong>of</strong> technological importance, <strong>and</strong> one that also creates<br />

interesting scientific possibilities is how to minimize the magnetic<br />

fields that are needed to drive the changes <strong>of</strong> magnetic state we<br />

examine. To this end, I am currently combining different applied<br />

fields (magnetic, stress etc.) in single phase <strong>and</strong> multi-phase<br />

systems to explore <strong>and</strong> drive phase transitions in new ways.<br />

KG S<strong>and</strong>eman, R Daou, S Özcan, JH Durrell, ND Mathur & DJ Fray,<br />

“Negative magnetocaloric effect from highly sensitive metamagnetism in<br />

CoMnSi 1–x<br />

Ge x<br />

” Phys. Rev. B 74, 224436 (2006).<br />

JHT Ransley, SH Mennema, KG S<strong>and</strong>eman, G Burnell, EJ Tarte, JE<br />

Evetts & MG Blamire, JI Kye & B Oh, “The normal-state resistivity <strong>of</strong> grain<br />

boundaries in YBa 2<br />

Cu 3<br />

O 7–δ<br />

" Appl. Phys. Lett. 84, 4089–4091 (2004).<br />

KG S<strong>and</strong>eman, GG Lonzarich & AJ Sch<strong>of</strong>ield, “Ferromagnetic<br />

superconductivity driven by changing Fermi surface topology” Phys. Rev.<br />

Lett. 90, 167005 (2003).<br />

KG S<strong>and</strong>eman & AJ Sch<strong>of</strong>ield, “Model <strong>of</strong> anisotropic scattering in a quasitwo-dimensional<br />

metal” Phys. Rev. B 63, 094510 (2001).<br />

<strong>Research</strong> <strong>Pr<strong>of</strong>ile</strong> 35

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