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Fragility and thermodynamics in nonpolymeric glass-forming liquids

机译:非聚合玻璃形成液体的易碎性和热力学

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For nonpolymeric supercooled liquids,the empirical correlation m=56T_g DELTA C_p(T_g)/DELTA H_m provides a reliable means of correlating dynamic and thermodynamic variables.The dynamics are characterized by the fragility or steepness index m and the glass transition temperature T_g,while thermodynamics enter in terms of the heat capacity step DELTA C_p at T_g and the melting enthalpy DELT A H_m.The combination of the above correlation with the 2/3 rale for the T_g/T_m ratio yields an expression,m=40 DELTA C_p(T_g)/DELTA S_m,which was rationalized as the correlation of the thermodynamic and kinetic fragilities.Defining a thermodynamic fragility via DELTA C_p(T_g)/DELTA S_M also reveals that the slopes in Kauzmann's original DELTA S(T)/DELTA S_m versus T/T_m plot relect the fragility concept [Chem.Rev.43,219 (1948)],so long as T_m/T_g=1.5.For the many liquids whose excess heat capacity is a hyperbolic function of temperature,we deduce that the fragility cannot exceed m=170,unless the T_g/T_m =2/3 rule breaks down.
机译:对于非聚合的过冷液体,经验相关性m = 56T_g DELTA C_p(T_g)/ DELTA H_m提供了一种可靠的手段来关联动态和热力学变量,其动力学特征在于脆性或陡度指数m和玻璃化转变温度T_g,而热力学根据T_g处的热容阶跃DELTA C_p和熔化焓DELT A H_m进行输入。上述相关性与T / g / T_m比的2/3规则相结合得出一个表达式,m = 40 DELTA C_p(T_g) / DELTA S_m,被合理化为热力学和动力学脆弱性的相关性。通过DELTA C_p(T_g)/ DELTA S_M定义热力学脆弱性还揭示了考兹曼原始DELTA S(T)/ DELTA S_m与T / T_m的斜率。该图反映了脆性概念[Chem.Rev.43219(1948)],只要T_m / T_g = 1.5。对于许多多余热容量是温度的双曲线函数的液体,我们推论出脆性不能超过m = 170 ,除非T_g / T_m = 2/3规则失败。

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