The Journal of Physical Chemistry B · 1997 · 110 citations · 48 references
Natural SciencesChemistryPhysicsCondensed Matter PhysicsSolid State PhysicsSolid-state ChemistryCrystallographyMagnetic Properties Of SolidsMagnetism In SolidsMagnetism Of Inorganic CompoundsPhase TransitionsRelaxation MechanismsCrystallographic Phase TransitionsMagnetism Of Transition Metal ComplexesSpin Crossover PhenomenaSpin RelaxationSpin Relaxation DynamicsSpin Relaxation MechanismsThermal Transition EventsTransition Metal Magnetism
In the iron(II) spin-crossover compound [Fe(ptz) 6 ](BF 4 ) 2, the thermal spin transition is accompanied by a crystallographic phase transition showing a hysteresis with T c ↓ = 128 K and T c ↑ = 135 K at ambient pressure [Franke, P. L.; Haasnot, J. G.; Zuur, A. P. Inorg. Chim. Acta 1982, 59, 5]. The hysteresis is due to an interplay between the spin-transition and the R 3̄ → P 1̄ crystallographic phase transition with a large low-spin fraction stabilizing the P 1̄ phase at low temperatures. In the mixed crystal [Zn 1 - x Fe x (ptz) 6 ](BF 4 ) 2, x = 0.1, with the iron complexes imbedded into the isomorphous zinc lattice, the crystallographic phase transition can be induced by an external pressure [Jeftić, J.; Romstedt, H.; Hauser, A. J. Phys. Chem. Solids 1996, 57, 1743]. Thus the P 1̄ phase is additionally stabilized by external pressure. The interaction constant Γ, which describes cooperative effects between the spin-changing complexes, differs for the two crystallographic phases. Values for Γ( P 1̄) of 144(8) cm -1 and the volume difference of 29(4) Å 3 are determined from a simultaneous fit to a series of transition curves for different pressures and iron content x in the P 1̄ phase. These values are compared to the corresponding values for the R 3̄ phase, viz. Γ( R 3̄) of 170(9) cm -1 and of 26(3) Å 3 . Surprisingly Γ( R 3̄) is larger than Γ( P 1̄) despite the fact that is smaller than The high-spin → low-spin relaxation at temperatures above ∼80 K is thermally activated, while below ∼40 K temperature independent tunnelling takes place. An external pressure of 1 kbar accelerates the high-spin → low-spin relaxation exponentially by 1 order of magnitude in the tunnelling region in both crystallographic phases and regardless of x . In the concentrated material the high-spin → low-spin relaxation is self-accelerating due a buildup of an internal pressure [Hauser, A. Chem. Phys. Lett. 1992, 192, 65]. Both cooperative effects and external pressure result in a shift of the maximum of the 1 A 1 → 1 T 1 absorption band.
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The effect of the lattice expansion on high spin ⇌ low spin transitions
H. Spiering, Herbert Köppen, E. W. Müller et al. · Chemical Physics · 1982 · 246 citations
Spin conversion processes in solutions
Ephraim Buhks, Gil Navon, M. Bixon et al. · Journal of the American Chemical Society · 1980 · 199 citations