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   <subfield code="a">In search of the mixed derivative ∂2 M /∂ P ∂ T ( M</subfield>
   <subfield code="h">[Elektronische Daten]</subfield>
   <subfield code="b">G , K ): joint analysis of ultrasonic data for polycrystalline pyrope from gas- and solid-medium apparatus</subfield>
   <subfield code="c">[G. Gwanmesia, I. Jackson, R. Liebermann]</subfield>
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   <subfield code="a">Elastic wave velocities for dense (99.8% of theoretical density) isotropic polycrystalline specimens of synthetic pyrope (Mg3Al2Si3O12) were measured to 1,000K at 300MPa by the phase comparison method of ultrasonic interferometry in an internally heated gas-medium apparatus. The temperature derivatives of the elastic moduli [(∂Ks/∂T) P =−19.3(4); (∂G/∂T) P =−10.4(2)MPaK−1] measured in this study are consistent with previous acoustic measurements on both synthetic polycrystalline pyrope in a DIA-type cubic anvil apparatus (Gwanmesia et al. in Phys Earth Planet Inter 155:179-190, 2006) and on a natural single crystal by the rectangular parallelepiped resonance (RPR; Suzuki and Anderson in J Phys Earth 31:125-138, 1983) method but |(∂Ks/∂T) P | is significantly larger than from a Brillouin spectroscopy study of single-crystal pyrope (Sinogeikin and Bass in Phys Earth Planet Inter 203:549-555, 2002). Alternative approaches to the retrieval of mixed derivatives of the elastic moduli from joint analysis of data from this study and from the solid-medium data of Gwanmesia et al. in Phys Earth Planet Inter 155:179-190 (2006) yield ∂2 G/∂P∂T=[0.07(12), 0.20(14)]×10−3K−1 and ∂2 K S /∂P∂T=[−0.20(24), 0.22(26)]×10−3K−1, both of order 10−4K−1 and not significantly different from zero. More robust inference of the mixed derivatives will require solid-medium acoustic measurements of precision significantly better than 1%.</subfield>
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