Voter, A. F. Parallel replica method for dynamics of infrequent events.
This paper develops techniques for application of spectral method in dynamics of structures, particularly bridges under the moving loading.
Applying the current method, the dynamics of liquid drops on uniform and heterogeneous wetting walls are simulated numerically.
Within this method the dynamics of a system of particles is modeled by tracking the motion of individual particles and their interaction with their adjacencies over time.
Based on the Runge Kutta numerical method, the dynamics of the system is investigated, which describes torsional and bending vibration properties of the system more comprehensively.
With this method, conformational dynamics of water molecules is not represented, i.e. the water molecules only follow the protein conformational change but cannot rearrange around the protein as such motion cannot be described by low-frequency normal modes.
In these methods, the dynamics of a structure is expressed in the form of "discretised state equation", which is always formulated in terms of displacements.
In contrast to existing methods, the dynamics of fruit motion are derived and included in the localization framework to obtain time-varying position estimates of the moving fruits.
Computational fluid dynamics, Low Reynolds number aerodynamics, biomedical flows, active flow control, LES/DNS, Immersed Boundary Methods, fluid dynamics of locomotion (swimming and flying), biomimetics and bioinspired engineering, turbomachinery flows.
Using these methods, the dynamics of trace gases for ethylene, nitric oxide and other VOCs released by plants under different conditions are recorded and analysed under natural conditions.
