zweidimensionales bewegtes Bild
Analysis of Chaotic Dynamics - 1. Spacemodel
Unbalanced rotors exhibit a characteristic mechanical oscillation. Using non-linear Duffing equations the dynamics are recreated in a computer model with springing and damping depending on the excitation amplitude. The curve is supplemented by synthesizer acoustics. Analysis using phase curve, trajectories, Poincaré sections, the 3D-Model of a strange attractor and Ueda-diagram.
- Alternative title
- 
                Analyse chaotischer Schwingungen - 1. Zustandsraum
 
- Location
- 
                Hannover TIB
 
- Extent
- 
                268MB, 00:21:47:00 (unknown)
 
- Language
- 
                Englisch
 
- Notes
- 
                Audiovisuelles Material
 
- Bibliographic citation
- 
                Analysis of Chaotic Dynamics - 1. Spacemodel ; (Jan. 1990)
 
- Keyword
- 
                strange Attractor
 dynamics, non linear
 phase diagram, two dimensional
 vibrational science, acoustics
 phase diagram, three dimensional
 analysis
 Poincaré section
 technology
 physics
 mathematics
 dynamics, chaotic
 oscillations
 Ueda-Diagram
 dynamics, forced
 vibration dynamics, acoustics
 orbit
 mechanics
 non-linear Duffing equation
 trajectory
 rotors, imbalance
 technical mechanics
 dynamics, mechanical
 
- Event
- 
                Veröffentlichung
 
- (who)
- 
                IWF (Göttingen)
 
- (when)
- 
                1990-01-01
 
- Contributor
- 
                Kreuzer, Edwin
 
- DOI
- 
                
                    
                        10.3203/IWF/C-1739eng
- Last update
- 
                
                    
                        04.12.2024, 8:09 AM CET
Data provider
Technische Informationsbibliothek (TIB). If you have any questions about the object, please contact the data provider.
Object type
- zweidimensionales bewegtes Bild
Associated
- Kreuzer, Edwin
- IWF (Göttingen)
Time of origin
- 1990-01-01
 
        
     
        
     
        
     
        
     
        
     
        
     
        
     
        
     
        
     
        
     
        
    