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Abstrakty
Experiments of a sphere oblique impact with and without an initial spin have been carried out to obtain properties of the impact interface. The contact surface is recorded with a piece of thin carbon paper. The interfacial parameters measured are expressed as axis length, contact area and slip ratio. It is found that for the impact between steels the forward spin can make geometrical sizes of the contact surface increase compared with the case of no initial spin, however, just the reverse for the backward spin. The effect of the initial spin becomes more apparent for the impact with a rubber cushion. Whether the initial spin promotes or hinders the sphere sliding depends on the parameters of tangential velocity and force at the interface.
Słowa kluczowe
Czasopismo
Rocznik
Tom
Strony
213--225
Opis fizyczny
Bibliogr. 25 poz., rys.
Twórcy
autor
- Henan Agricultural University, College of Mechanical and Electrical Engineering, Zhengzhou, China
- Henan Agricultural University, Henan Provincial Cold Chain Information and Equipment Laboratory for Logistics of Agricultural Products, Zhengzhou, China
autor
- Henan Agricultural University, College of Mechanical and Electrical Engineering, Zhengzhou, China
- Henan Agricultural University, Henan Provincial Cold Chain Information and Equipment Laboratory for Logistics of Agricultural Products, Zhengzhou, China
autor
- Henan Agricultural University, College of Mechanical and Electrical Engineering, Zhengzhou, China
autor
- Henan Agricultural University, College of Mechanical and Electrical Engineering, Zhengzhou, China
autor
- Henan Agricultural University, College of Mechanical and Electrical Engineering, Zhengzhou, China
autor
- Henan Agricultural University, College of Mechanical and Electrical Engineering, Zhengzhou, China
- Henan Agricultural University, Henan Provincial Cold Chain Information and Equipment Laboratory for Logistics of Agricultural Products, Zhengzhou, China
Bibliografia
- 1. Aryaei A., Hashemnia K., Jafarpur K., 2010, Experimental and numerical study of ball size effect on restitution coefficient in low velocity impacts, International Journal of Impact Engineering, 37, 1037-1044.
- 2. Brach R.M., 1984, Friction, restitution, and energy loss in planar collisions, Journal of Applied Mechanics, 51, 164-170.
- 3. Chehaibi K., Mrad C., Nasri R., 2019, Collision modeling of single unit impact absorber for mechanical systems vibration attenuation, Journal of Theoretical and Applied Mechanics, 57, 947-956.
- 4. Cross R., 2019, Oblique impact of a steel ball, Powder Technology, 351, 282-290.
- 5. Di Renzo A., Di Maio F.P., 2004, Comparison of contact-force models for the simulation of collisions in DEM-based granular flow codes, Chemical Engineering Science, 59, 3, 525-541.
- 6. Doménech-Carbó A., 2021, Independent friction-restitution approach to analyze anomalies in normal kinematic restitution in oblique impact, Mechanics Research Communications, 113, 103699.
- 7. Dong H., Moys M.H., 2006, Experimental study of oblique impacts with initial spin, Powder Technology, 161, 22-31.
- 8. Foerster S.F., Louge M.Y., Chang H., Allia K., 1994, Measurements of the collision properties of small spheres, Physics of Fluids, 6, 1108-1115.
- 9. Fu H., Karkee M., He L., Duan J., Li J., Zhang Q., 2020, Bruise patterns of fresh market apples caused by fruit-to-fruit impact, Agronomy, 10, 59.
- 10. Gao W., Wang J., Yin S., Feng Y.T., 2019, A coupled 3D isogeometric and discrete element approach for modelling interactions between structures and granular matters, Computer Methods in Applied Mechanics and Engineering, 354, 441-463.
- 11. Gorham D.A., Kharaz A.H., 2000, The measurement of particle rebound characteristics, Powder Technology, 112, 193-202.
- 12. Hashemnia K., Askari O., 2019, Experimental and finite element analysis of oblique impacts with different initial spins, Mechanics Research Communications, 99, 68-72.
- 13. Kharaz A.H., Gorham D.A., Salman A.D., 2001, An experimental study of the elastic rebound of spheres, Powder Technology, 120, 281-291.
- 14. Komarnicki P., Stopa R., Kuta Ł., Szyjewicz D., 2017, Determination of apple bruise resistance based on the surface pressure and contact area measurements under impact loads, Computers and Electronics in Agriculture, 142, 155-164.
- 15. Lorenz A., Tuozzolo C., Louge M.Y., 1997, Measurement of impact properties of small, nearly spherical particles, Experimental Mechanics, 37, 292-298.
- 16. Maw N., Barber J.R., Fawcett J.N., 1977, The rebound of elastic bodies in oblique impact, Mechanics Research Communications, 4, 17-22.
- 17. Moreno R., Ghadiri M., Antony S.J., 2003, Effect of the impact angle on the breakage of agglomerates: a numerical study using DEM, Powder Technology, 130, 132-137.
- 18. Mueller P., Antonyuk S., Stasiak M., Tomas J., Heinrich S., 2011, The normal and oblique impact of three types of wet granules, Granular Matter, 13, 455-463.
- 19. Müller P., Pöschel T., 2012, Oblique impact of frictionless spheres: on the limitations of hard sphere models for granular dynamics, Granular Matter, 14, 115-120.
- 20. Stronge W.J., James R., Ravani B., 2001, Oblique impact with friction and tangential compliance, Philosophical Transactions of the Royal Society A, 359, 2447–2465.
- 21. Takizawa S., Yamaguchi R., Katsuragi H., 2020, A novel experimental setup for an oblique impact onto an inclined granular layer, Review of Scientific Instruments, 91, 014501.
- 22. Thornton C., Ning Z., 1998, A theoretical model for the stick/bounce behaviour of adhesive, elastic-plastic spheres, Powder Technology, 99, 154-162.
- 23. Walton O.R., 1993, Numerical simulation of inelastic, frictional particle-particle interactions, [In:] Particulate Two-Phase Flow, Rocco M.C. (Edit.), 884-911.
- 24. Wu C.Y., Thornton C., Li L.Y., 2003, Coefficients of restitution for elastoplastic oblique impacts, Advanced Powder Technology, 14, 435-448.
- 25. Ye X.Y., Wang D.M., Zhang X.Y., Zhang C.F., Du W., Su X., LI G., 2021, Projectile oblique impact on granular media: penetration depth and dynamic process, Granular Matter, 23, 48.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-1be790a2-e505-48ed-b4e2-bfc97ea80f70