1971
DOI: 10.1103/physrevb.3.1410
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Zero-Field Magnetic Relaxation in Cerous Magnesium Nitrate below 0.2 K

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Cited by 24 publications
(9 citation statements)
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“…5c) is close to the τ hf −1 ∝ T 2 law theoretically expected for this type of process. 36 The slight deviation in the exponent value indicates that in the studied range of temperatures and fields, the MC does not represent a perfect two-level system. 37 The slow relaxation through RPT has been previously reported in isotropic (L = 0) Gd(III) 37,38 complexes but, to our knowledge, never in Mn examples.…”
Section: Magnetic Measurementsmentioning
confidence: 97%
“…5c) is close to the τ hf −1 ∝ T 2 law theoretically expected for this type of process. 36 The slight deviation in the exponent value indicates that in the studied range of temperatures and fields, the MC does not represent a perfect two-level system. 37 The slow relaxation through RPT has been previously reported in isotropic (L = 0) Gd(III) 37,38 complexes but, to our knowledge, never in Mn examples.…”
Section: Magnetic Measurementsmentioning
confidence: 97%
“…On the other hand, dynamic susceptibility measurements indicate the occurrence of slow relaxation of the magnetization in the presence of an applied dc field ( Figure 22a). This behavior was attributed to phonon bottleneck effects, 48 with relaxation times following a τ = aT n dependence, where n = −2. The high temperature data were fitted to the Arrhenius low: ( τ 0 = 2.5(3) × 10 -7 s, U eff = 26(1) K), while the low temperature ones were fitted to a τ = aT n law, with n= -2.15±0.05.…”
Section: Oligonuclear 3d-4f Complexes With Bi-compartmental Ligands Amentioning
confidence: 99%
“…In cerium magnesium nitrate the direct process for the population or depopulation of the upper spin level by the loss or gain of a phonon of the same energy is thought to be very fast. [89][90][91] The spin-lattice relaxation time in fact is determined by the relaxation of the temperature of the narrow band of phonons "on speaking terms" with the two-level spin systems to the temperature of the Debye spectrum of phonons in the solid. This idea of a "phonon bottleneck" was introduced by Van Vleck 92 and has been discussed by many authors since.…”
Section: Spin-lattice Resistance In a Paramagnetic Salt (Cmn)mentioning
confidence: 99%
“…The dominant scattering mechanisms in powdered CMN at low temperatures should be the crystal surfaces and praseodymium impurities. 91 In the absence of praseodymium impurity scattering, for diffuse scattering at the surface /,h will be approximately equal to the particle radius. The mean free path for scattering by praseodymium impurities has been evaluated by Anderson and Robichaux using a model discussed by Stoneham.…”
Section: Rv/lph = 2200 M 2 Kw -1mentioning
confidence: 99%