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Evaluation of the Dyre shoving model using dynamic data near the glass temperature

机译:使用玻璃温度附近的动态数据评估Dyre推挤模型

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The temperature dependence of the dynamics of glass-forming systems remains an important fundamental problem in glass physics. Here we use literature data [S. A. Hutcheson and G. B. McKenna, J. Chem. Phys. 129, 074502 (2008)] reanalyzed with the Baumgrtel-Schausberger-Winter (BSW) [M. Baumgrtel, A. Schausberger, and H. H. Winter, Rheol. Acta 29, 400 (1990); M. Baumgrtel and H. H. Winter, ibid. 28, 511 (1989); M. Baumgrtel and H. H. Winter, J. Non-Newtonian Fluid Mech. 44, 15 (1992)] model of complex fluid dynamics to evaluate the Dyre shoving model [J. C. Dyre, N. B. Olsen, and T. Christensen, Phys. Rev. B 53, 2171 (1996); J. C. Dyre, Rev. Mod. Phys. 78, 953 (2006)] that relates the temperature dependence of viscosity to the infinite-frequency shear modulus and its temperature dependence. In Dyres model, the free-energy barrier for a flow event is attributed to the work done in shoving aside the surrounding molecules; the free-energy barrier is proportional to the glassy modulus, which increases as the temperature decreases. In the present work, the glassy modulus was obtained by the extrapolation to zero time or infinite frequency of the Kohlrausch-Williams-Watts (KWW) [G. Williams and D. C. Watts, Trans. Faraday Soc. 66, 80 (1970); F. Kolrausch, Pogg. Ann. Phys. 12, 393 (1847)] and BSW [M. Baumgrtel, A. Schausberger, and H. H. Winter, Rheol. Acta 29, 400 (1990); M. Baumgrtel and H. H. Winter, ibid. 28, 511 (1989); M. Baumgrtel and H. H. Winter, J. Non-Newtonian Fluid Mech. 44, 15 (1992)] functions to experimental data for m-toluidine and sucrose benzoate. It was found that the glassy modulus obtained from the KWW function for m-toluidine and sucrose benzoate [S. A. Hutcheson and G. B. McKenna, J. Chem. Phys. 129, 074502 (2008)] provides a consistent picture of the temperature-dependent dynamics within the framework of the shoving model. A similar analysis using a BSW description of the dynamics provides consistency for the sucrose benzoate but not for the m-toluidine.
机译:玻璃形成系统动力学的温度依赖性仍然是玻璃物理学中的重要基本问题。在这里,我们使用文献数据[S。 A. Hutcheson和G. B. McKenna,J。Chem。物理129,074502(2008)]用Baumgrtel-Schausberger-Winter(BSW)重新进行了分析[M. Baumgrtel,A。Schausberger和H.H. Winter,Rheol。 29,400(1990); M. Baumgrtel和H.H. Winter,同上。 28,511(1989); M. Baumgrtel和H.H. Winter,J。非牛顿流体力学。 [44,15(1992)]的流体动力学模型来评估Dyre推流模型[J. C. Dyre,N。B. Olsen和T. Christensen,物理学。 B 53,2171(1996); J.C. Dyre,修订版物理78,953(2006)]将粘度的温度依赖性与无限频率剪切模量及其温度依赖性相关联。在Dyres模型中,流动事件的自由能壁垒归因于将周围分子推开的工作。自由能垒与玻璃态模量成正比,玻璃态模量随温度降低而增加。在目前的工作中,玻璃化模量是通过将Kohlrausch-Williams-Watts(KWW)外推到零时间或无限频率获得的。 Williams和D.C. Watts,译。法拉第社会。 66,80(1970); F. Kolrausch,波格。安物理12,393(1847)]和BSW [M. Baumgrtel,A。Schausberger和H.H. Winter,Rheol。 29,400(1990); M. Baumgrtel和H.H. Winter,同上。 28,511(1989); M. Baumgrtel和H.H. Winter,J。非牛顿流体力学。 44,15(1992)]对间甲苯胺和蔗糖苯甲酸酯的实验数据起作用。已发现,由KWW函数获得的间甲苯胺和蔗糖苯甲酸酯的玻璃化模量[S.S.Med.Chem.Soc。,37,2,3,4]。 A. Hutcheson和G. B. McKenna,J。Chem。物理129,074502(2008)]在推模型的框架内提供了与温度有关的动力学的一致图景。使用BSW动力学描述进行的类似分析提供了蔗糖苯甲酸酯的一致性,但没有提供间甲苯胺的一致性。

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