1958
DOI: 10.1007/bf01342876
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Zur Theorie der mechanischen Relaxation des Eises

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Cited by 28 publications
(5 citation statements)
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“…Whalley & Davidson (1965) suggested from the A V data a higherorder transition at about -40 °C. This implied temperature-dependent state of partial proton order is a novel feature among the ice structures; its closest parallel is the stress-induced partial proton order proposed to account for the elastic relaxation of ice I (Bass, 1958). The variation of A V, AE, and AS along the I-III equilibrium curve is quite unlike the near constancy of these quantities along most of the other ice-ice-equilibrium curves.…”
Section: Thermodynamic Evidence Of Proton Ordermentioning
confidence: 71%
“…Whalley & Davidson (1965) suggested from the A V data a higherorder transition at about -40 °C. This implied temperature-dependent state of partial proton order is a novel feature among the ice structures; its closest parallel is the stress-induced partial proton order proposed to account for the elastic relaxation of ice I (Bass, 1958). The variation of A V, AE, and AS along the I-III equilibrium curve is quite unlike the near constancy of these quantities along most of the other ice-ice-equilibrium curves.…”
Section: Thermodynamic Evidence Of Proton Ordermentioning
confidence: 71%
“…Levi et al suggest that the concentration de pendence of the conductivity may be attributed to a difference in cationic and anionic distribution coefficients. (Their numerical values for these coefficients are higher by orders of magnitude than those mentioned Numbers (1)(2)(3)(4) relate these curves to data given in Table V earlier in this paper, because they are effective rather than interface co efficients. ) In their results, Levi et al see evidence that the conductivity of pure ice is one-half or one-third of that previously assumed (a view shared by Camp et al,20) and that the proton mobility is from one-fourth…”
Section: Letters Subscriptsmentioning
confidence: 90%
“…Mechanical relaxation in pure and doped ice was investigated experimentally (136) and theoretically (4). Re laxation occurs in the frequency range of the dielectric Debye dispersion, but the variation in the measured quantity (logarithmic decrement) is only about 1/100 of that for dielectric measurements, The relaxation time, τ, is given by identical, within experimental uncertainty, with the dielectric Debye re laxation time (Table III).…”
Section: Miscellaneous Investigationsmentioning
confidence: 98%
“…The relaxation peak is generally considered in terms of the reorientation of water molecules during the application of cyclic stress (Bass, 1958;Gosar, 1974). This peak is described by the well known Debye relation.…”
Section: Journal Of Glac10looymentioning
confidence: 99%