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电子轫致辐射与多次散射的蒙特卡罗模拟方法研究

ABSTRACT第5-6页
Nomenclature第14-15页
Chapter 1 Introduction第15-31页
    1.1 Research background第15-17页
        1.1.1 Current status of Monte Carlo simulation of electron transport第15-17页
        1.1.2 Existing challenges of Monte Carlo simulation of electron transport第17页
    1.2 Objectives and significance第17-18页
    1.3 Monte Carlo fundamentals第18-26页
        1.3.1 Elementary probability theory第19页
        1.3.2 Sampling and integration methods第19-23页
        1.3.3 Statistical uncertainties and error analysis第23-24页
        1.3.4 Variance reduction第24-26页
    1.4 Overview of Monte Carlo particle transport simulation第26-29页
        1.4.1 Interaction cross sections第26-27页
        1.4.2 Mean free paths第27页
        1.4.3 Interaction models and probability distribution第27-28页
        1.4.4 Generation of random tracks第28-29页
    1.5 Thesis outline第29-31页
Chapter 2 Related Theory and Methods on Simulation of ElectronTransport第31-45页
    2.1 Electron interactions第31-40页
        2.1.1 Bremsstrahlung第31-34页
        2.1.2 Multiple scattering第34-38页
        2.1.3 Discrete inelastic collision第38-39页
        2.1.4 Electron impact ionization第39-40页
        2.1.5 Electron-Positron annihilation第40页
    2.2 Stopping power第40-41页
    2.3 Transport mechanics第41-43页
        2.3.1 Condensed history technique第41页
        2.3.2 Multiple scattering steps第41-43页
    2.4 Summary第43-45页
Chapter 3 Monte Carlo Simulation of Bremsstrahlung Emission第45-65页
    3.1 Sampling methods for energy-angle distribution of bremsstrahlung photon第45-58页
        3.1.1 Sampling photon energy第46-50页
        3.1.2 Hybrid model for angular distribution第50-58页
    3.2 Results and discussions第58-63页
        3.2.1 Photon energy, sampling efficiency and accuracy第58-59页
        3.2.2 Photon Angular distribution, sampling efficiency and accuracy第59-63页
    3.3 summary第63-65页
Chapter 4 Monte Carlo Simulation of Multiple Scattering第65-81页
    4.1 Electron multiple scattering第65-67页
        4.1.1 Angular distribution第66-67页
        4.1.2 Elastic scattering differential cross sections第67页
    4.2 Monte Carlo simulation of multiple scattering第67-74页
        4.2.1 Numerical calculations of angular distribution functions第68-70页
        4.2.2 Angular sampling procedure第70-73页
        4.2.3 Sampling algorithm第73-74页
    4.3 Results and discussions第74-78页
        4.3.1 Sampling accuracy第74-76页
        4.3.2 Sampling efficiency第76-78页
        4.3.3 Experimental verification第78页
    4.4 Summary第78-81页
Chapter 5 Conclusion and Future Work第81-85页
    5.1 Summary and conclusions第81-82页
        5.1.1 Summary of Research Work第81-82页
        5.1.2 Innovative points第82页
    5.2 Recommendation for future work第82-85页
References第85-91页
Acknowledgement第91-93页
Publications and Research Achievements第93页

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