1995
DOI: 10.1007/bf01438974
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Thermal conductivity of water and 2-n-butoxyethanol and their mixtures in the temperature range 305?350 K at pressures up to 150 MPa

Abstract: The therlnal conductivily of binary liquid mixtures of water and 2-n-buloxyethanol has been measured widfin the temperature range 3()5 35~) K at pressures t,p IO 150 MPa. The measurements have been carried out with it lransienl hotwire mslrument st,ilable Ibr eleclrieally condt, ctmg liquids and have an estimated accuracy of _+0.3".. The liquid mixture h~,s a closed-loop soluhilily and reveals a lower crilical solution tenlperalure Ibr a mole fraction of 2-1t-buloxyetham,[ of (l.I)47,R at a temperature of 322.… Show more

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Cited by 13 publications
(6 citation statements)
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References 18 publications
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“…For the specific heat capacity c there are many experimental confirmations for the theoretically predicted Ising exponent α = 0.110. , The expected power law with Ising-like critical exponent β for the order parameter, i.e., the concentration difference of one of the two compounds between the coexisting phases, has been mainly verified via the dielectric permittivity and has also been confirmed . There have also been suggestions for the existence of a critical anomaly in the thermal conductivity κ in the mixed phase. , However, recent high-resolution precision experiments on several binary liquid mixtures have shown the absence of this anomaly. , Moreover, these experiments have shown that, in the phase-separated temperature region, the thermal conductivity difference between the two phases follows a power law with critical exponent β. This confirms expectations that also the thermal conductivity difference between the coexisting phases is an appropriate measure for the order parameter and the concentration.…”
Section: Resultsmentioning
confidence: 93%
See 1 more Smart Citation
“…For the specific heat capacity c there are many experimental confirmations for the theoretically predicted Ising exponent α = 0.110. , The expected power law with Ising-like critical exponent β for the order parameter, i.e., the concentration difference of one of the two compounds between the coexisting phases, has been mainly verified via the dielectric permittivity and has also been confirmed . There have also been suggestions for the existence of a critical anomaly in the thermal conductivity κ in the mixed phase. , However, recent high-resolution precision experiments on several binary liquid mixtures have shown the absence of this anomaly. , Moreover, these experiments have shown that, in the phase-separated temperature region, the thermal conductivity difference between the two phases follows a power law with critical exponent β. This confirms expectations that also the thermal conductivity difference between the coexisting phases is an appropriate measure for the order parameter and the concentration.…”
Section: Resultsmentioning
confidence: 93%
“…90 There have also been suggestions for the existence of a critical anomaly in the thermal conductivity κ in the mixed phase. 91,92 However, recent highresolution precision experiments on several binary liquid mixtures have shown the absence of this anomaly. 73,74 Moreover, these experiments have shown that, in the phase-separated temperature region, the thermal conductivity difference between the two phases follows a power law with critical exponent β.…”
Section: T H I S C O N T E N T Imentioning
confidence: 99%
“…Thus the parameter drops out of the expression for the thermal conductivity in the asymptotics, but determines its (lower) background value [2]. This enhancement at the consolute point has indeed been observed in 2-butoxy-ethanol-water mixture at the critical concentration [3,4].…”
Section: Introductionmentioning
confidence: 92%
“…18,19 However, more recent work by Mensah-Brown and Wakeham reported a critical anomaly for κ in the binary system butoxyethanol-water. 20,21 Nevertheless, in a high-resolution photopyroelectric study in the beginning of the present decade by some of us, it was shown that the anomaly in butoxyethanol-water is absent as well as in several other binary liquid systems. [22][23][24] The absence of a critical enhancement in the thermal conductivity at these consolute points are in accordance with theoretical estimates by Anisimov et al for these (almost) incompressible liquid solutions.…”
Section: Introductionmentioning
confidence: 99%