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Dynamic and Static Analysis for a Bicycle Model

Abstract第8页
Chapter 1 Introduction and Brief Literature review第9-13页
    1.1 Introduction第9-10页
    1.2 Brief Literature review第10-13页
Chapter 2 Finite Element Analysis of a Bicycle第13-37页
    2.1 Introduction第13-14页
    2.2 Development and Description of CAD Geometry第14-15页
        2.2.1 Frame第14页
        2.2.2 Drive Train第14-15页
    2.3 Development of Finite Element Meshes第15-23页
        2.3.1 Frame第15-17页
        2.3.2 Gear第17-20页
        2.3.3 Pedal第20-22页
        2.3.4 Crank Arm第22-23页
    2.4 Development and Description of the Model Assembly and Boundary Conditions第23-27页
        2.4.1 Frame第24页
        2.4.2 Crank Arm第24-25页
        2.4.3 Gear第25-26页
        2.4.4 Pedal第26-27页
    2.5 Analysis of Finite Element Model第27-32页
        2.5.1 Frame第27-28页
        2.5.2 Gear第28-29页
        2.5.3 Crank Arm第29-31页
        2.5.4 Pedal第31-32页
    2.6 Additional Analysis of Frame第32-34页
        2.6.1 Modal Analysis第32-33页
        2.6.2 Dynamic Analysis第33-34页
    2.7 Analysis of Calculation Results第34-36页
    2.8 Summary第36-37页
Chapter 3 Fatigue Analysis of a Bicycle Fork第37-50页
    3.1 Introduction第37-38页
    3.2 Fabrication Process第38页
    3.3 Geometry Characterization第38-39页
    3.4 Fork Analysis第39-43页
        3.4.1 Finite Element Analysis第40-43页
    3.5 FEA Model Validation第43-47页
        3.5.1 Task Specification第43-44页
        3.5.2 Fatigue Testing Machine – Setup and Operation第44页
        3.5.3 Experiment第44-47页
        3.5.4 Location of Fatigue Failure第47页
    3.6 Fork Optimization第47-48页
        3.6.1 Optimization Goals第47-48页
        3.6.2 Fork Geometry Optimization第48页
    3.7 Analysis of Calculation Results第48页
    3.8 Summary第48-50页
Chapter 4 Linearized dynamics equations for the balance and steerof a bicycle第50-73页
    4.1 Introduction第50-51页
    4.2 Bicycle Model第51-56页
        4.2.1 How many parameters describe the bicycle model第54-55页
        4.2.2 How many degrees of freedom does the bicycle model have第55-56页
    4.3 Basic features of the model, equations and solutions第56-59页
        4.3.1 The system behavior is unambiguous第56-57页
        4.3.2 The system is conservative but not Hamiltonian第57页
        4.3.3 Symmetries in the solutions第57-59页
        4.3.4 The nonlinear equations have no simple expression第59页
    4.4 Linearized equations of motion第59-62页
        4.4.1 Derivation of governing equations第59-60页
        4.4.2 Forcing terms第60-61页
        4.4.3 The first equations: with no forcing, forward speed is constant第61-62页
        4.4.4 Lean and steer equations第62页
    4.5 Benchmark model and solutions第62-64页
        4.5.1 Coefficients of the linearized equations of motion第62-63页
        4.5.2 Linearized stability, eigenvalues第63-64页
    4.6 Experiment第64-65页
        4.6.1 Experimental Validation第65页
    4.7 Conclusions第65-66页
    4.8 Appendix第66-73页
        4.8.1 Appendix A. Coefficients of the linearized equations第66-69页
        4.8.2 Appendix B. Derivation of the linearized equations of motion第69-73页
Conclusions第73-75页
References第75-80页
Acknowledgements第80页

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