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大体系局域分子轨道及其在激发态计算中的应用

摘要第4-7页
Abstract第7-9页
Chapter 1.Reviews on Localized Molecular Orbitals第14-30页
    1.1 Significance of Localized Moleculaar Orbitals第14-15页
    1.2 Localized Molecular Orbitals in Large Systems第15-20页
        1.2.1 Different localization functions第15-17页
        1.2.2 Optimization algorithms for obtaining LMOs第17-18页
        1.2.3 Novel strategies for obtaining LMOs第18-20页
    1.3 My Work in This Thesis第20-22页
    References第22-30页
Chapter 2.Brief Introduction of Electronic Structure Methods第30-58页
    2.1 Ground-State Electronic Structure Methods第30-41页
        2.1.1 Hartree-Fock method第30-34页
        2.1.2 Post-HF methods第34-37页
        2.1.3 Density Functional Theory第37-41页
    2.2 Excited-State Electronic Structure Methods第41-50页
        2.2.1 Configuration Interaction Singles第42-45页
        2.2.2 Time-Dependent Density Functional Theory and Time-Dependent Hartree Fock method第45-50页
    References第50-58页
Chapter 3. An Efficient Localization Procedure for Large Systems Using aSequential Transformation Strategy第58-86页
    3.1 Introduction第58-61页
    3.2 Methodology第61-68页
        3.2.1 Occupied RLMOs第63-67页
        3.2.2 Virtual RLMOs第67-68页
    3.3 Results and Discussion第68-76页
        3.3.1 Implementation details of the present localization method第68-69页
        3.3.2 Occupied and virtual RLMOs第69-76页
    3.4 Summary and Outlook第76-77页
    References第77-86页
Chapter 4.Efficient Implementation of Local Excitation Approximation forTreating Excited States of Molecules in Condensed Phase第86-122页
    4.1 Introduction第86-89页
    4.2 Methodology第89-104页
        4.2.1 TDDFT and TDHF(or CIS)equations based on localized molecular orbitals(LMO-TDDFT,LMO-TDHF or LMO-CIS)第89-91页
        4.2.2 Construction of the regional localized molecular orbitals第91-95页
        4.2.3 Local excitation approximation第95-96页
        4.2.4 Implementation of LEA-TDDFT第96-99页
        4.2.5 Computational details第99-104页
    4.3 Results and Discussions第104-110页
    4.4 Conclusion and Outlook第110-111页
    References第111-122页
攻读博士学位期间概况第122-124页
致谢第124-126页

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