英语词汇“zero sound”的英英意思、用法、释义、翻译、读音、例句、短语、词组-英语词典

d. Physics. Applied to various kinds of wave motion (designated zero sound, second sound, third sound, etc.) that are predicted or observed to occur in superfluids and physically bear some resemblance to ordinary (‘first’) sound.

ΘΚΠ

the world > matter > physics > mechanics > dynamics > fluid dynamics > [noun] > superfluidity > wave motion in

sound1944

1944 F. Leib tr. E. Lifshitz in Jrnl. Physics (Moscow) VIII. 111/1 We look for the velocity v_s..in the ‘first’ and ‘second’ sound waves.

1957 tr. L. D. Landau in Soviet Physics: JETP 5 102/1 It is shown..that in a Fermi liquid at absolute zero other waves can be propagated; these differ in nature from ordinary sound, and we shall call them waves of ‘zero sound’.

1959 K. R. Atkins in Physical Rev. 113 962 This article discusses the possible existence of two hitherto undetected types of wave propagation in liquid helium II. Third sound is a surface wave of long wavelength on a liquid helium film... Fourth sound may exist in narrow two-sided channels.

1959 K. R. Atkins in Physical Rev. 113 962 To discuss wave propagation in liquid helium II, it is necessary to write down two separate hydrodynamical equations, one for the superfluid component and the other for the normal component. In first sound the two components move in the same direction in phase, and there is a first-order oscillation of the density but only a second-order oscillation of the temperature. In second sound the two components move in opposite directions out of phase, and the temperature oscillation is then first-order while the density oscillation is only second-order.

1969 W. E. Keller Helium-3 & Helium-4 vi. 203 (caption) Attenuation and propagation velocity of sound in liquid He³ showing the characteristics associated with the transition from first sound to zero sound for two frequencies.

1974 D. J. Bergman in K. D. Timmerhaus et al. Low Temperature Physics—LT 13 I. 507 Following our experience with third sound, we may expect that in fourth sound, too, when the channels that hold the helium are sufficiently small so that the normal fluid motion is completely locked out, the only important source of attenuation will be conduction of heat into the walls of the helium channels.

1974 Nature 15 Mar. 194/3 The report..that they have observed the propagation of fourth sound in the two newly discovered phases of liquid ³He amounts to the first unequivocal evidence that both of these new phases are superfluids.

1976 Physics Bull. Aug. 351/2 ‘Zero sound’..corresponds to oscillations in shape of the Fermi surface.

1981 Nature 2 Apr. 359/2 Second sound is an unusual type of propagating wave mode, which can occur in superfluids, involving fluctuations in the local temperature and entropy of a medium rather than in the local density and pressure as found in a conventional sound wave.

zero sound n. [after Russian nulevoj zvuk (L. D. Landau 1957, in Žurnal èksper. i teoret. fiziki 32 59)] the propagation of waves through a Fermi liquid, caused by deformation of the Fermi surface rather than collisions between particles; see sound n.³ 1d.

ΚΠ

1999 Proc. National Acad. Sci. U.S.A. 96 6042/2 These bosonic oscillative modes are known as different harmonics of the zero sound.

2015 P. Coleman Introd. Many-body Physics vi.150 Whereas conventional sound travels at a speed below the Fermi velocity, zero sound is ‘supersonic’, traveling at speeds in excess of the Fermi velocity.

单词	zero sound
释义	> as lemmas zero sound d. Physics. Applied to various kinds of wave motion (designated zero sound, second sound, third sound, etc.) that are predicted or observed to occur in superfluids and physically bear some resemblance to ordinary (‘first’) sound. ΘΚΠ the world > matter > physics > mechanics > dynamics > fluid dynamics > [noun] > superfluidity > wave motion in sound1944 1944 F. Leib tr. E. Lifshitz in Jrnl. Physics (Moscow) VIII. 111/1 We look for the velocity v_s..in the ‘first’ and ‘second’ sound waves. 1957 tr. L. D. Landau in Soviet Physics: JETP 5 102/1 It is shown..that in a Fermi liquid at absolute zero other waves can be propagated; these differ in nature from ordinary sound, and we shall call them waves of ‘zero sound’. 1959 K. R. Atkins in Physical Rev. 113 962 This article discusses the possible existence of two hitherto undetected types of wave propagation in liquid helium II. Third sound is a surface wave of long wavelength on a liquid helium film... Fourth sound may exist in narrow two-sided channels. 1959 K. R. Atkins in Physical Rev. 113 962 To discuss wave propagation in liquid helium II, it is necessary to write down two separate hydrodynamical equations, one for the superfluid component and the other for the normal component. In first sound the two components move in the same direction in phase, and there is a first-order oscillation of the density but only a second-order oscillation of the temperature. In second sound the two components move in opposite directions out of phase, and the temperature oscillation is then first-order while the density oscillation is only second-order. 1969 W. E. Keller Helium-3 & Helium-4 vi. 203 (caption) Attenuation and propagation velocity of sound in liquid He³ showing the characteristics associated with the transition from first sound to zero sound for two frequencies. 1974 D. J. Bergman in K. D. Timmerhaus et al. Low Temperature Physics—LT 13 I. 507 Following our experience with third sound, we may expect that in fourth sound, too, when the channels that hold the helium are sufficiently small so that the normal fluid motion is completely locked out, the only important source of attenuation will be conduction of heat into the walls of the helium channels. 1974 Nature 15 Mar. 194/3 The report..that they have observed the propagation of fourth sound in the two newly discovered phases of liquid ³He amounts to the first unequivocal evidence that both of these new phases are superfluids. 1976 Physics Bull. Aug. 351/2 ‘Zero sound’..corresponds to oscillations in shape of the Fermi surface. 1981 Nature 2 Apr. 359/2 Second sound is an unusual type of propagating wave mode, which can occur in superfluids, involving fluctuations in the local temperature and entropy of a medium rather than in the local density and pressure as found in a conventional sound wave. extracted from soundn.³ zero sound zero sound n. [after Russian nulevoj zvuk (L. D. Landau 1957, in Žurnal èksper. i teoret. fiziki 32 59)] the propagation of waves through a Fermi liquid, caused by deformation of the Fermi surface rather than collisions between particles; see sound n.³ 1d. ΚΠ 1957 tr. L. D. Landau in Soviet Physics: JETP 5 102/1 It is shown..that in a Fermi liquid at absolute zero other waves can be propagated; these differ in nature from ordinary sound, and we shall call them waves of ‘zero sound’. 1999 Proc. National Acad. Sci. U.S.A. 96 6042/2 These bosonic oscillative modes are known as different harmonics of the zero sound. 2015 P. Coleman Introd. Many-body Physics vi.150 Whereas conventional sound travels at a speed below the Fermi velocity, zero sound is ‘supersonic’, traveling at speeds in excess of the Fermi velocity. extracted from zeron.adj. < as lemmas
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