1971
DOI: 10.1016/0038-1098(71)90089-5
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R.F. size effect measurements in white tin

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Cited by 10 publications
(9 citation statements)
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“…Derivatives of area with respect to the Fermi surface have been using both con-strain both along the (loo) axes in the tetragOnal ventional de Haasvan Alphen (dHvA) oscillations crystal, and along the [0011 tetrad axis, have been (1)(2)(3) and quantum oscillations in ultrasonic found for eight orbits normal to [OOlI, five normal attenuation (4)(5)(6); Fermi surface calipers have been to [loo], and four normal to [ll01. In additi0n, strain measured using the radio frequency size effect derivatives have been determined for three branches (7)(8)(9)(10). There are sheets of the Fermi surface in of orbits having normals in the (01°) Plane and zones three to six; orbits on these are conventionally branches having in the (Ool) plane.…”
Section: Introductionmentioning
confidence: 99%
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“…Derivatives of area with respect to the Fermi surface have been using both con-strain both along the (loo) axes in the tetragOnal ventional de Haasvan Alphen (dHvA) oscillations crystal, and along the [0011 tetrad axis, have been (1)(2)(3) and quantum oscillations in ultrasonic found for eight orbits normal to [OOlI, five normal attenuation (4)(5)(6); Fermi surface calipers have been to [loo], and four normal to [ll01. In additi0n, strain measured using the radio frequency size effect derivatives have been determined for three branches (7)(8)(9)(10). There are sheets of the Fermi surface in of orbits having normals in the (01°) Plane and zones three to six; orbits on these are conventionally branches having in the (Ool) plane.…”
Section: Introductionmentioning
confidence: 99%
“…The strain dependence of a given cross-sectional area A of the Fermi surface can be determined under ordinary circumstances by measuring simultaneously the amplitude ciir of a Fourier component of the oscillations in the elastic modulus and the amplitude T' of the corresponding component in the torque oscillations, and taking the ratio of these amplitudes so that the factor Q, need not be evaluated; from [4] and [9] we obtain u harmonic number r to the torque oscillations arises from differentiating Qr and depends on the angular [lo] derivatives of g and m* (20). Can.…”
Section: Introductionmentioning
confidence: 99%
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“…They suggested that a value for A,, smaller than 0.78 would be more appropriate. We should point out that the experimental data (27) which Weisz developed his model has a systematic error of a few percent (28) and his pseudopotential form factors did not follow the general contour of Heine-Animalu's form factor curve. As the pseudopotential form factors of Devillers and de Vroomen (29) and of Mak and Perz (3) follow closely the curve of Heine and Animalu, the latter values seem more realistic than Weisz's.…”
Section: Band Massesmentioning
confidence: 97%
“…[19,31. Therefore his interpolated FS deviates appreciably from the new measurements of [3]. Stafleu and de Vroomen [4] based their calculations on their dHvA measurements, but they used a "few plane waves" scheme only, so their resulting calipers are not very accurate.…”
Section: D)mentioning
confidence: 98%