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Alexander Barcza

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Metamagnets as refrigerants<br />

M<br />

S T<br />

(∂M/∂T) > 0<br />

H<br />

H =0<br />

T t<br />

H 1<br />

T C<br />

Introduction The magnetocaloric effect in metamagnets<br />

T<br />

T<br />

Remember:<br />

H2<br />

∆Tad =<br />

H1 ∆ST =<br />

− T<br />

<br />

∂M<br />

dH<br />

CH,p ∂T p,H<br />

H2<br />

A <strong>Barcza</strong>, K G Sandeman (DMG) CoMnSi-based magnetocaloric compounds 14th August 2007 7 / 27<br />

H 1<br />

<br />

∂M<br />

dH<br />

∂T p,H<br />

At a metamagnetic transition<br />

∆ST is positive,<br />

∆Tad is negative.

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