论文标题
从理论和实验的2-辅助的Terahertz范围内的次生松弛范围
Secondary relaxation in the terahertz range in 2-adamantanone from theory and experiments
论文作者
论文摘要
我们应用了最近开发的广义Langevin方程(GLE)方法,用于液体和玻璃的介电响应,以将状态(VDOS)的振动密度(VDOS)与模型定向玻璃(OG)的介电响应联系起来。基于GLE计算的介电函数,在实验和模拟中获得的VDOS作为输入,将VDO与在各种温度下的2-辅助病例的范式范式相提并论。内存函数与VDOS乘以光谱耦合函数$γ(ω_p)$的积分有关,该函数$γ(ω_p)$说明了在不同本征频率下分子自由度之间的动态耦合程度。关于以前的经验配件,基于GLE的拟合显示了次要弛豫是活跃的更广泛的温度范围。此外,理论分析提供了一个明确的证据表明,次要放松位于THZ($ 0.5-1 $ thz)范围内的特征频率,因此与$α$ - 递延所涉及的低能量模式不远。在同一THZ区域,相同的材料显示出可能与次级松弛有关的低能光学模式的拥挤。
We applied the recently developed Generalized Langevin Equation (GLE) approach for dielectric response of liquids and glasses to link the vibrational density of states (VDOS) to the dielectric response of a model orientational glass (OG). The dielectric functions calculated based on the GLE, with VDOS obtained in experiments and simulations as inputs, are compared with experimental data for the paradigmatic case of 2-adamantanone at various temperatures. The memory function is related to the integral of the VDOS times a spectral coupling function $γ(ω_p)$, which tells the degree of dynamical coupling between molecular degrees of freedom at different eigenfrequencies. With respect to previous empirical fittings, the GLE-based fitting reveals a broader temperature range over which the secondary relaxation is active. Furthermore, the theoretical analysis provides a clear evidence of secondary relaxation being localized within the THz ($0.5-1$ THz) range of eigenfrequencies, and thus not too far from the low-energy modes involved in $α$-relaxation. In the same THz region, the same material displays a crowding of low-energy optical modes that may be related to the secondary relaxation.