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Theoretical research of second generation molecular motor with unidirectional rotary motion

机译:二维旋转运动的第二代分子电机的理论研究

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The rotational process and conformation inversion of the second generation molecular motor (9-(5-methoxy-2-methyl-2, 3-dihydro-1H-cyclopentyl[a]naphthalene-1-subunit)-9H-fluorene) are calculated and analyzed by potential energy surface scanning at the level of density functional theory, the M06-2X functional combined with the def-TZVP basis set. The effects of four different donor-acceptor substituents on the molecular stability are mainly explored. The fully optimized geometries of molecular motors 1-5 are discussed at the M06-2X/def-TZVP theoretical level. The energy barrier analysis of molecular motors shows that the nature of the substituents will not have a significant impact on the thermal isomerization barrier of the motor. Theoretical analysis of frontier molecular orbital (FMO) shows that after replacing the methyl group with phenyl, methoxy, fluorine, and cyano, the stability of the molecule is reduced. It can be seen from the absorption spectrum that the substituent makes the molecular motor absorption peak significantly red shifted from the absorption spectrum. The study of nuclear magnetic resonance (NMR) shows that it may be affected by deshielding effects, and the substitution of the methyl substituent causes most of the chemical shift (delta) of the molecular motor to a downfield. Finally, it is verified that the conformation of the motors changed from a stable state to unstable state during the photoisomerization process. The calculated results have explained the rotation of molecular motor well and can be used in the design of molecular motor.
机译:采用密度泛函理论、M06-2X泛函和def-TZVP基组相结合的势能面扫描方法,计算和分析了第二代分子马达(9-(5-甲氧基-2-甲基-2,3-二氢-1H-环戊基[a]萘-1-亚基)-9H芴)的旋转过程和构象反转。主要研究了四种不同的给体-受体取代基对分子稳定性的影响。在M06-2X/def TZVP理论水平上讨论了分子马达1-5的完全优化几何结构。分子马达的能垒分析表明,取代基的性质不会对马达的热异构化势垒产生显著影响。前线分子轨道(FMO)的理论分析表明,用苯基、甲氧基、氟和氰基取代甲基后,分子的稳定性降低。从吸收光谱可以看出,取代基使分子马达吸收峰从吸收光谱显著红移。核磁共振(NMR)的研究表明,它可能受到去屏蔽效应的影响,甲基取代基的取代导致分子马达的大部分化学位移(δ)向下电场移动。最后,验证了在光异构化过程中,马达的构象从稳定状态变为不稳定状态。计算结果很好地解释了分子马达的旋转,可用于分子马达的设计。

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