J.A. Rayne
Carnegie Mellon University
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Featured researches published by J.A. Rayne.
Physics Letters A | 1968
G.E. Shoemake; J.A. Rayne
Abstract The specific heat of high purity platinum has been measured from 1.4 to 100°K. No anomalous temperature dependence of the lattice heat capacity is observed. The corresponding variation of the Debye temperature is compared to that calculated from elastic data using a central force model.
Physics Letters A | 1974
J.O. Barnes; J.A. Rayne; R.W. Ure
Abstract The lattice expansion of single crystal Bi 2 Te 3 has been measured from 4.2 K to 600 K using X-ray techniques. Considerable anisotropy is observed in the resulting expansion coefficients, α | being approximately double α ⊥ at 300 K. No anomalous temperature dependence is observed in either coefficient as a function of carrier density or carrier type.
Physics Letters A | 1975
D.P. Almond; J.A. Rayne
Attenuation measurements in the linear antiferromagnet CsNiCl3 show an anomaly at TN=4.36 K. The critical behaviour is consistent with the exponent η=43 for an anistropic three-dimensional system. A broad attenuation peak near 30 K is attributed to the one-dimensional chains.
Physics Letters A | 1975
D.P. Almond; J.A. Rayne
Abstract The phase diagram of CsNiCl 3 has been determined ultrasonically. There is a quadratic increase in the Neel temperature with increasing magnetic field. A possible spin-flop transition has been detected at approximately 22 kG.
Physics Letters A | 1966
K.C. Hepfer; J.A. Rayne
Abstract The electronic contribution to the normal state ultrasonic attenuation of longitudinal waves propagating in aluminum has been measured over a wide range of ql . For ql ⪢ 1 the limiting values of α / f differ from the free electron predictions. In the limit ql ⪡1 the data can be fitted to the free electron theory with an isotropic mean free path close to that obtained from resistivity measurements.
Physics Letters A | 1975
D.P. Almond; D.A. Detwiler; J.A. Rayne
The electronic contribution to the attenuation of sound waves is dependent on the product a = ql, q being the phonon wave number and l the electron mean free path.1 For ql » 1, the attenuation parameter (frac{alpha }{nu }) ν being the phonon frequency, is independent of ql. In general, the attenuation at arbitrary ql can be expressed in the form n n
Physics Letters A | 1975
R.A. Levy; J.A. Rayne
Physics Letters A | 1974
W.T. Pawlewicz; J.A. Rayne; R.W. Ure
frac{alpha }{nu } = mathop {lim }limits_{qell to infty } left( {frac{alpha }{nu }} right){text{ }}Pleft( {qell } right)
Physics Letters A | 1969
K.C. Hepfer; J.A. Rayne
Physics Letters A | 1973
J.O. Barnes; J.A. Rayne; R.W. Ure
n n(1) n nwhere P(ql) tends to unity for large ql.