Abstract: | The nonstationary separation flow around a circular cylinder performing harmonic vibrations across-the stream by an incompressible viscous fluid is investigated in a numerical experiment.Notation d, y, yo
diameter, transverse deflection, and amplitude of cylinder vibrations
-
l
spacing between vortices
- 1, 2
angular location of the points of separation
- Uo
unperturbed stream velocity
- Vy
velocity of transverse cylinder motion
- u
velocity of vortex motion
- f1
cylinder vibrations frequency
- f
vortex shedding frequency
- t
time
-
kinematic velocity
- Sh1=f1d/Uo
dimensionless cylinder vibrations frequency, the kinematic Strouhal number
- Sh=fd/Uo
Strouhal number of vortex shedding
- Re=dUo/
Reynold number
- =tUo/d
dimensionless time
- ¯y=y/d, ¯yo=yo/d, ¯l=l/d; /Uo, t1
period of cylinder vibrations
- T=t1Uo/d
dimensionless period of vibrations
Translated from Inzhenerno-Fizicheskii Zhurnal, Vol. 47, No. 1, pp. 41–47, July, 1984. |