2005
DOI: 10.1007/b107177
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Stepwise Phase Transitions of Chain Molecules: Crystallization/Meltingvia a Nematic Liquid-Crystalline Phase

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Cited by 19 publications
(25 citation statements)
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“…When the unit is converted to the entropy change per spacer, the magnitude of ∆S NI becomes nearly invariant over a wide range of DPs from the dimer (9-DDA-9) to polymers: ∆S NI /R = 4.0 to 4.3. The conclusion derived from the observation of Blumstein et al was later confirmed by comparing the conformational characteristics for a series of main-chain liquid crystals, including dimers, trimers, and polymers [Abe and Furuya, 1989;Abe et al, 1995aAbe et al, , 1999Abe et al, , 2003Abe et al, , 2005a.…”
Section: Molar Mass Dependence Of Thermodynamic Quantities: Studies Omentioning
confidence: 83%
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“…When the unit is converted to the entropy change per spacer, the magnitude of ∆S NI becomes nearly invariant over a wide range of DPs from the dimer (9-DDA-9) to polymers: ∆S NI /R = 4.0 to 4.3. The conclusion derived from the observation of Blumstein et al was later confirmed by comparing the conformational characteristics for a series of main-chain liquid crystals, including dimers, trimers, and polymers [Abe and Furuya, 1989;Abe et al, 1995aAbe et al, , 1999Abe et al, , 2003Abe et al, , 2005a.…”
Section: Molar Mass Dependence Of Thermodynamic Quantities: Studies Omentioning
confidence: 83%
“…In these studies, the conformational entropies calculated from the spectroscopic observations were shown to compare favorably with the constant-volume transition entropies estimated from PVT analysis [Abe and Nam, 1995;Abe et al, 1995aAbe et al, , 1999Abe et al, , 2003Maeda et al, 1996]. Accumulation of various evidence suggests that the spatial configuration of the flexible spacer and its thermodynamic role remain nearly identical, independent of DP from dimer to polymers [Abe et al, 2005a].…”
Section: Molar Mass Dependence Of Thermodynamic Quantities: Studies Omentioning
confidence: 86%
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“…where (ΔS NI ) P is the NI transition entropy under constant pressure, γ ¼ (∂P/∂T ) V is the thermal-pressure coefficient, and ΔV NI represents the volume change at the NI transition [33][34][35]. Essentially the same procedure can be applicable for the estimation of the entropy change at constant volume (ΔS CN ) V for the CN transition.…”
Section: Comparison With the Constant-volume Transition Entropymentioning
confidence: 99%