PREFACE
1. INTRODUCTION
2. LINEAR OSCILLATOR AND A NON-IDEAL ENERGY SOURCE
2.1. Simple degree of freedom oscillator coupled with a non-ideal energy source
2.1.1. Analytical solving procedure
2.1.2. Sommerfeld effect
2.1.3. Model analogy and numerical simulation
2.1.4. Stability analysis
2.2. Oscillator with clearance coupled with a non-ideal source
2.2.1. Model of the system
2.2.2. Transient motion of the system
2.2.3. Steady-state motion of the system
2.2.4. Chaotic motion
2.2.5. Chaos control
2.3. Conclusion
2.4. References
3. NONLINEAR ONE-DEGREE-OF-FREEDOM OSCILLATOR INTERACTING WITH A NON-IDEAL ENEGY SOURCE
3.1. Stable Duffing oscillator coupled with a non-ideal energy source
3.2. Bistable Duffing oscillator coupled with a non-ideal energy source
3.3. Pure strong nonlinear oscillator coupled with a non-ideal energy source
3.4. Conclusion
3.5. References
4. NON-IDEAL VIBRATING SYSTEMS WITH DAMPERS
4.1. System with electromechanical vibration absorber
4.2. System with magnetically levitated vibrating system
4.3. System with magnetic rheological damper (MRD)
4.4. References
5. TWO-DEGREE-OF-FREEDOM OSCILLATOR INTERACTING WITH A NON-IDEAL ENEGY SOURCE
5.1. Non-ideal energy source on the vibrating foundation
5.2. Non-ideal vibrating system coupled to a magneto-rheological damper
5.3. References
6. VIBRATION OF A NON-IDEAL ROTOR SYSTEM
7. PORTAL FRAME SUPPORTING NON-IDEAL ENERGY SOURCES
7.1. Regular and chaotic motion in a non-ideal portal frame system
7.2. Self-synchronization of two non-ideal sources supported by a portal frame
7.3. Self-synchronization of four non-ideal exciters
7.4. References
8. APPLICATION OF NON-IDEAL SYSTEMS IN ENERGY HARVESTING
8.1. Non-ideal energy harvesting
8.2. Energy harvesting system with piezoelectric coupling
8.3. Non-ideal portal frame in energy harvester
9. APPENDIX
INDEX
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