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利用“分子中原子”和“应力张量”理论研究分子内相互作用和金属三明治结构[Sb3Au3Sb3]3-

中文摘要第3-21页
ENGLISH ABSTRACT第21-22页
Chapter 1. Theoretical Background and Computational Methodology第26-39页
    1.1 QTAIM Background第26-28页
    1.2 Four Types of Critical Points within the QTAIM第28-30页
    1.3 Bond Property: Ellipticity ε,Metallicity ξ and H(r_b)第30-32页
    1.4 Stiffness S and Stress Tensor S_σ第32页
    1.5 The Response β and the Stress Tensor Response β_σ第32-35页
    1.6 Density Functional Theory第35-36页
    1.7 A Brief Introduction to Gaussian and AIMALL第36-39页
Chapter 2. Insights into All-Metal [Sb_3Au_3Sb_3]~(3-) Sandwich Complexfrom a QTAIM and Stress Tensor Analysis第39-50页
    2.1 Introduction第39页
    2.2 Theory and Methods第39-41页
        2.2.1 QTAIM eigenvalue and stress tensor BCP descriptors第39-40页
        2.2.2 The consideration of relativistic corrections for heavy metalsusing the ZORA formulation of the Kinetic energy densityoperator第40-41页
    2.3 Computational Details第41-42页
    2.4 Results and Discussion第42-49页
        2.4.1 The QTAIM and stress tensor properties of the [Sb_3Au_3Sb_3]~(3-)cluster without explicit relativistic corrections第43-46页
        2.4.2 The QTAIM and stress tensor properties of the [Sb_3Au_3Sb_3]~(3-)cluster with explicit relativistic corrections第46-49页
    2.5 Conclusions第49-50页
Chapter 3. Investigation on axial C1-C2 BCP of fast and slow EP→ZM trajectories of F-NAIBP molecular motor第50-62页
    3.1 Introduction第50-51页
    3.2 Methodology第51页
    3.3 Computational Details第51-54页
    3.4 Results and Discussion第54-60页
    3.5 Conclusions第60-62页
Chapter 4. Investigation on closed-shell BCPs IntramolecularInteraction Dynamics Trajectories第62-74页
    4.1 Introduction第62页
    4.2 Theory and Methods第62-63页
    4.3 Computational Details第63页
    4.4 Results and discussions第63-72页
    4.5 Conclusions第72-74页
Chapter 5. Conclusion and Further Work第74-76页
    5.1 Conclusion第74-75页
    5.2 Further Work第75-76页
References第76-85页
SUPPORTING INFORMATION第85-105页
攻读硕士学位期间发表的论文第105-106页
ACKNOWLEDGEMENT第106-107页

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