Low-Temperature Properties of Polymers 1980
DOI: 10.1016/b978-0-08-025301-5.50010-2
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The Acoustical Properties of Polymers at Low Temperatures

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Cited by 12 publications
(23 citation statements)
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“…The experimental results for the specific heat at 2.5-4.9 K follow a T 3 law, as shown by Noer et aL [8], Reese and Tucker [3,9], and Scott and Giles [4]. However, these low-temperature calorimetric values of C/T 3 for T~ as well as those for T z are larger by more than 50~ compared to accoustic values [10] and give Oo x' = 102 K and 6)D x~--70 K.The reason for this discrepancy is unknown [11 ] for the time being. Some authors [12] point out that such a phenomenon may be provoked by the existence of low-frequency localized modes.…”
Section: Methodsmentioning
confidence: 70%
“…The experimental results for the specific heat at 2.5-4.9 K follow a T 3 law, as shown by Noer et aL [8], Reese and Tucker [3,9], and Scott and Giles [4]. However, these low-temperature calorimetric values of C/T 3 for T~ as well as those for T z are larger by more than 50~ compared to accoustic values [10] and give Oo x' = 102 K and 6)D x~--70 K.The reason for this discrepancy is unknown [11 ] for the time being. Some authors [12] point out that such a phenomenon may be provoked by the existence of low-frequency localized modes.…”
Section: Methodsmentioning
confidence: 70%
“…The so-called Grüneisen constant, ␥, is also widely used to characterize anharmonicity in solids (Landau and Lifshitz, 1995), including organic polymers (Perepechko, 1977). Within the framework of Debye's theory of solids, this constant is defined as…”
Section: Theoretical Backgroundmentioning
confidence: 99%
“…‡ Calculated from a pressure-induced shortening of hydrogen bond length; pressures 0 -2 kbar. § Assuming the Poisson ratio to be within 0.33-0.41, as in glassy polymers (Perepechko, 1977). ¶ Extrapolated to ambient pressure by means of Moelwyn-Hughes' isotherm, Eq.…”
Section: Experimental Datamentioning
confidence: 99%
“…The reason the CTE of amorphous SEP containing ISB is lower than that of BPA-based polymers can be attributed to the unique chemical structure of ISB. According to quantum chemical calculations described in previously published articles, a fused aliphatic bicyclic ring exhibits considerably stronger geometrical restraint than the planar benzene structure of BPA, therefore, requiring a greater amount of energy for the same degree of alteration [48,49,50]. The ISB-based polymer with a higher Young’s modulus than the BPA-based polymer can be explained by the same principle.…”
Section: Resultsmentioning
confidence: 98%