Energy levels for a pair of ant i ferromagnetically coupled

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rgy levels for a pair of antiferromagnetically coup 5/2 spins. The arrows show the transitions between levels that are allowed in inelastic neutron scatt nts. Note that in a single scattering act the tot spin can change only by S = ±1 (can you explain why?) tot

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Energy levels for a pair of ant i ferromagnetically coupled S = 5/2 spins. The arrows show the transitions between the levels that are allowed in inelastic neutron scattering events. Note that in a single scattering act the total spin can change only by  S = ± 1 (can you - PowerPoint PPT Presentation

Transcript of Energy levels for a pair of ant i ferromagnetically coupled

Page 1: Energy levels for a pair of  ant i ferromagnetically coupled

Energy levels for a pair of antiferromagnetically coupledS = 5/2 spins. The arrows show the transitions between the levels that are allowed in inelastic neutron scatteringevents.

Note that in a single scattering act the totalspin can change onlyby S = ±1 (can you explain why?)

tot

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Schematic of a time-of-flight inelastic neutron scatteringspectrometer − a perfect tool for investigating

dispersionless excitations in solid:

Disk chopper

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This is one of the instruments we use:

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The idea worked, and even though the FM coupling induced byholes was weak, the information the measurement yielded wasreally valuable

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People are trying to figure out the rules that govern the Mn-Mn NN exchange in dilute alloys derived from the II-VI compound family (ZnO, ZnS, ZnSe, ZnTe,CdS, CdSe, CdTe, HgS, HgSe, HgTe).

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Zn1-xMnxTe (x = 2%)=4.8Å, T= 40K

• J1atm= -0.795 meV

• J4Katm=-0.836 meV

• 5% Energy Shift• 0.49% Lattice

Compression

E=0.158 meV • |2|1 Transition

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Our data show that the “tendency line” based on the entire family definitely is not a universal characteristic, because the J(r) depen-dence in individual compounds from the (II,Mn)-VI family is deci-dedly steeper than it predicts (individuals showing lack of respectfor family values?)