1. Antiferromagnetic Order with Spatially Inhomogeneous Ordered Moment Size of Zn- and Si-DopedCuGeO3
- Author
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K. M. Kojima, B. Nachumi, M. Hase, Graeme Luke, Y. Fudamoto, Jack Merrin, J.P. Renard, Yoshitami Ajiro, Yasutomo J. Uemura, M. I. Larkin, Yoshitaka Sasago, A. Revcolevschi, and Kunimitsu Uchinokura
- Subjects
Physics ,Spin polarization ,Condensed matter physics ,Lattice (order) ,Doping ,Decay length ,Si doped ,General Physics and Astronomy ,Antiferromagnetism ,Condensed Matter::Strongly Correlated Electrons ,Exponential decay ,Muon spin spectroscopy - Abstract
We report muon spin relaxation measurements of the doped spin-Peierls system $({\mathrm{Cu}}_{1\ensuremath{-}x}{\mathrm{Zn}}_{x})\ensuremath{-}({\mathrm{Ge}}_{1\ensuremath{-}y}{\mathrm{Si}}_{y}){\mathrm{O}}_{3}$. Spontaneous muon spin precession in zero applied field was observed, confirming the presence of antiferromagnetic order in this series of compounds. In contrast to usual antiferromagnets, muon spin precession is accompanied by a relaxation signal indicating a large spatial inhomogeneity of the ordered moment size. Assuming an exponential decay of the moment size away from the doping centers, we estimated a decay length of $\ensuremath{\xi}\ensuremath{\sim}10$ lattice units along the chain. We suggest that both Zn and Si doping induces the same maximum moment size around the doping center.
- Published
- 1997
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