|
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References
|
|
|
1. |
Singh S., Forces on Bodies in Oscillatory Flow, Phd thesis, University of London, 1979 |
2. |
Keulegan G. H., Carpenter L. H., “Forces on cylinders and plate in an oscillating fluid”, Journal of Research of National Bureau of Standards, 60:5 (1958), 423-440 |
3. |
Graham J. M. R., “The forces on sharp-edged cylinders in oscillatory flow at low Keulegan Carpenter numbers”, Journal of Fluid Mechanics, 97:02 (1980), 331-346 |
4. |
Tuck E. O., “Calculation of unsteady flows due to small motions of cylinders in a viscous fluid”, Journal of Engineering Mathematics, 3:1 (1969), 29-44 |
5. |
Egorov A. G., Kamalutdinov A. M., Nuriev A. N., Paimushin V. N., “Theoretical-experimental method for determining the parameters of damping based on the study of damped flexural vibrations of test specimens 2. Aerodynamic component of damping”, Mechanics of Composite Materials, 50:3 (2014), 267-278 |
6. |
Egorov A. G., Kamalutdinov A. M., Nuriev A. N., Paimushin V. N., “Experimental determination of damping of plate vibrations in a viscous fluid”, Doklady Physics, 62:5 (2017), 257-261 |
7. |
Egorov A. G., Kamalutdinov A. M., Paimushin V. N., Firsov V. A., “Theoretical-experimental method of determining the drag coefficient of a harmonically oscillating thin plate”, Journal of Applied Mechanics and Technical Physics, 57:2 (2016), 275-282 |
8. |
Aureli M., Porfiri M., “Low frequency and large amplitude oscillations of cantilevers in viscous fluids”, Applied Physics Letters, 96:16 (2010), 164102 |
9. |
Aureli M., Porfiri M., Basaran M. E., “Nonlinear finite amplitude vibrations of sharp-edged beams in viscous fluids”, Journal of Sound and Vibration, 331:7 (2012), 1624-1654 |
10. |
Tafuni A., Sahin I., “Non-linear hydrodynamics of thin laminae undergoing large harmonic oscillations in a viscous fluid”, Journal of Fluids and Structures, 52 (2015), 101-117 |
11. |
Jalalisendi M., Panciroli R., Cha Y., Porfiri M., “A particle image velocimetry study of the flow physics generated by a thin lamina oscillating in a viscous fluid”, J. Appl. Phys., 115:5 (2014), 054901 |
12. |
Morison J. R., Johnson J. W., Schaaf S. A., “The Force Exerted by Surface Waves on Piles”, Journal of Petroleum Technology, 2:05 (1950), 149-154 |
13. |
Greenshields C., OpenFOAM User Guide, CFD Direct: https://cfd.direct/openfoam/user-guide/ (accessed 12.12.2017) |
14. |
Nuriev A. N., Zaytseva O. N., “Solution to the problem of oscillatory motion of a cylinder in a viscous fluid in the OpenFOAM package”, Herald of Kazan Technological University, 16:8 (2013), 116-123 |
15. |
Spalding D. B., “A novel finite difference formulation for differential expressions involving both first and second derivatives”, International Journal for Numerical Methods in Engineering, 4:4 (1972), 551-559 |
16. |
Nuriev A. N., “Numerical simulation of the flow around the harmonically oscillating cylinder in the range of moderate vibrational Reynolds numbers”, Proceedings of the XI international conference on nonequilibrium processes in nozzles an jets, MAI, 2016, 260-261 |
17. |
Justesen P., “A numerical study of oscillating flow around a circular cylinder”, J. Fluid Mech, 222 (1991), 157-196 |
18. |
An H., Cheng L., Zhao M., “Steady streaming around a circular cylinder in an oscillatory flow”, Ocean Engineering, 36:14 (2009), 1089-1097 |
19. |
Issa R. I., “Solution of the implicitly discretised fluid flow equations by operator-splitting”, J. Comput. Phys., 62:1 (1986), 40-65 |