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The existence and stability of symmetrical double-impact periodic motion are analyzed explicitly.
Stability and local bifurcation of single-impact periodic motion are analyzed by using the Poincaré map.
The existence and stability of period-one double-impact symmetrical motion are analyzed explicitly.
First, characteristics of the LOS motion are analyzed by a simplified linear relative motion model.
Stability and local bifurcations of period one single-impact motion are analyzed by using the Poincaré map.
Then, the aerodynamic forces, power, and wake of an OF-VAWT in periodical pitch motion are analyzed.
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First, single particle motion is analyzed.
The relationship between the cam profiles and valve motion is analyzed using planar-cam theory.
The spatio-temporal particle motion is analyzed by the three-dimensional particle tracking velocimetry (3D PTV).
The motion is analyzed in terms of a mean-squared displacement, diffusion coefficient, and radius of gyration.
The unsteady, incompressible, and viscous flow over airfoil NACA0012 in a plunge motion was analyzed by using Navier-Stokes equation.
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