抄録
Magnetic fractons in the near-percolating three-dimensional (3D) Heisenberg antiferromagnet, RbMn0.4Mg0.6F3, were studied using inelastic neutron scattering with a high energy resolution (ΔE=17.5 μeV) and at low temperature (T=1.5 K). It was demonstrated that the fractons follow the dispersion relation of qz (q being the wave number). The observed exponent, z=2.5, was in good agreement with the fractal dimension of the 3D system (Df=2.48), as predicted by theory.