Presentation is loading. Please wait.

Presentation is loading. Please wait.

Some New Geometric Phase Effects in Mn 12 Variants Jonathan Friedman Eduardo H. da Silva Neto Michael Foss-Feig Amherst College Funding: NSF, Research.

Similar presentations


Presentation on theme: "Some New Geometric Phase Effects in Mn 12 Variants Jonathan Friedman Eduardo H. da Silva Neto Michael Foss-Feig Amherst College Funding: NSF, Research."— Presentation transcript:

1 Some New Geometric Phase Effects in Mn 12 Variants Jonathan Friedman Eduardo H. da Silva Neto Michael Foss-Feig Amherst College Funding: NSF, Research Corporation and Amherst College Dean of Faculty Christos Lampropoulos George Christou UFL - Chemistry Nurit Avraham Yuri Myaesoedov Hadas Shtrikman Eli Zeldov Weizmann Institute of Science

2 Mn 12 Ac

3 The Effect of a Transverse Field The tunneling rate for a particular pair of resonant levels depends on the transverse field (H ┴ ). H ┴ increases the tunneling rate and reduces the barrier. -10 -9 9 10 Thermal Activation New Barrier D. A. Garanin and E. M. Chudnovsky, Phys. Rev. B 56, 11 102 (1997) J. R. Friedman, Phys. Rev. B, 57, 10291 (1998)

4 Interference between Tunneling Paths in Fe 8 W. Wernsdorfer and R. Sessoli, Science, 1999. Theoretical Prediction: A. Garg., EPL, 1993.

5 Predicted Interference Effect for Mn 12 Park and Garg, PRB, 2002

6 Two positions of C deduced from X-ray diffraction → induced 2 nd order anisotropy ESR spectrum as a function of azimuthal angle. (Edwards, et al., PRL, 2003) Solvent Disorder in Mn 12 Ac Acetic acid of solvation Cornia, et al., PRL, 2002 Angle-selected relaxation rate. (del Barco, et al., PRL, 2003)

7 A new SMM - Mn 12 tBuAc Mn 12 -tBuAc has less solvent disorder and weaker dipole interactions. S. Hill et al., J. Appl. Phys. 97 (2005). W. Wernsdorfer et al. Phys. Rev. Lett. 96, 057208 (2006). A.-L. Barra et al., JACS, 129, 10754 (2007). Mn 12 -tBuAc Mn 12 -Ac

8 Sample is rotated to position 1 Large component of magnetic field along easy axis Lower well populated Sample is rotated to position 2 Small component of magnetic field along easy axis Quasi-exponential decay in magnetization. Controlling the Relaxation Rate of Mn 12 -tBuAc with a Transverse Field Large component of magnetic field transverse to easy axis position 1 position 2 Applied Magnetic Field θ T = 2.98(3) K H T = 4200 Oe HL=-500 Oe

9 Longitudinal Field Rate Distribution T = 3.21 (3) K H T = 4800 Oe ON Resonance Relaxation Rate OFF Resonance Relaxation Rate

10 -10 -9 9 10 Thermal Activation T = 3.21 (3) K

11 Rates on and off resonance Plateaus indicate dominant tunneling resonance Plateaus (much flatter!) in the off-resonance relaxation. Steps and plateaus occur at different fields on and off resonance On-resonance Off-resonance

12 Predicted Dependence of Relaxation Rate on Transverse Field D. Garanin, arXiv:0805.0391 On resonance Off resonance

13 Now Add Transverse Anisotropy (Fourth Order!) H T along hard axis. S. Hill et al., J. Appl. Phys. 97, 10M510 (2005) A.-L. Barra et al., JACS, 129, 10754 (2007)

14 Calculated Tunnel Splittings Park and Garg, PRB, 2002

15 Full Data vs Simulations T = 3.21(3) K

16 Predicted Pressure-Induced Interference Effect M. S. Foss-Feig and JRF, ArXiv: 0809.2289

17 Measured relaxation rate as a function of transverse field in highly symmetric Mn 12 -tBuAc. Steps and plateaus in the relaxation rate as a function of transverse field both on and off resonance. Off-resonance results appear to be a remnant of a geometric-phase interference effect. Predicted new interference effect induced by uniaxial pressure. Conclusions


Download ppt "Some New Geometric Phase Effects in Mn 12 Variants Jonathan Friedman Eduardo H. da Silva Neto Michael Foss-Feig Amherst College Funding: NSF, Research."

Similar presentations


Ads by Google