About
Nonlinear and chaotic dynamical systems are unpredictable even without random perturbations that are inherent in nature. We make use of multiple-scale asymptotics and numerical bifurcation analysis to investigate nonlinear interactions in systems modeled by continuum mechanics, and employ chaos theory to determine the nature of instabilities governed by sensitivity-to-initial-conditions. Our current research includes applications in nano-mechanics and fluid-structure-interaction where complex spatio-temporal dynamics and self-excited system response cannot be explained by standard linear analysis
SCIENTIFIC PANELS
Information Science and Engineering (ENG)Mathematics (MAT)Physics (PHY)
Information Science and Engineering (ENG)
G2-Systems and Communication Engineering: Electrical, electronic, communication, optical and systems engineeringG3-Products and Processes Engineering: Product design, process design and control, construction methods, civil engineering, energy processes, material engineering
Mathematics (MAT)
M2-Applied Mathematics
Physics (PHY)
P5-Applied physics