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Two-dimensional raman and infrared vibrational spectroscopy for a harmonic oscillator system nonlinearly coupled with a colored noise bath

机译:非线性与彩色噪声浴耦合的谐波振荡器系统的二维拉曼和红外振动光谱

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摘要

Multidimensional vibrational response functionsof a harmonic oscillator are reconsidered by assuming nonlinear system-bath couplings.In addition to a standard linear-linear (LL) system-bath interaction,we consider a square-linear (SL) interaction.The LL interaction causes the vibrational energy relaxation,while the SL interaction is mainly responsible for the vibrational phase relaxation.The dynamics of the relevant system are investigated by the numerical integration of the Gaussian-Markovian Fokker-Planck equation under the condition of strong couplings with a colored noise bath,where the conventional perturbative approach cannot be applied.The response functions for the fifth-order nonresonant Raman and the third-order infrared (or equivalently the second-order infrared and the seventh-order nonresonant Raman) spectra are calculated under the various combinations of the LL and the SL coupling strengths.Calculated two-dimensional response functions demonstrate that those spectroscopic techniques are very sensitive to the mechanism of the system-bath couplings and the correlation time of the bath fluctuation.We discuss the primary optical transition pathways involved to elucidate the corresponding spectroscopic features and to relate them to the microscopic sources of the vibrational nonlinearity induced by the system-bath interactions.Optical pathways for the fifth-order Raman spectroscopies from an "anisotropic" medium were newly found in this study,which were not predicted by the weak system-bath coupling theory or the standard Brownian harmonic oscillator model.
机译:通过假设非线性系统-浴耦合来重新考虑谐波振荡器的多维振动响应函数。除了标准的线性-线性(LL)系统-浴相互作用之外,我们还考虑平方-线性(SL)相互作用。LL相互作用引起振动能量弛豫,而SL相互作用主要是振动相位弛豫。在强耦合和有色噪声浴条件下,通过高斯-马尔可夫-福克-普朗克方程的数值积分研究相关系统的动力学,其中在LL的各种组合下计算了五阶非共振拉曼光谱和三阶红外光谱(或等效的二阶红外和七阶非共振拉曼光谱)的响应函数计算得到的二维响应函数表明c技术对系统与浴场耦合的机制以及浴场波动的相关时间非常敏感,我们讨论了涉及的主要光学跃迁路径,以阐明相应的光谱特征并将其与引起的振动非线性的微观来源联系起来在这项研究中,新发现了来自“各向异性”介质的五阶拉曼光谱的光路,这是弱系统浴耦合理论或标准的布朗谐振子模型无法预测的。

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