Non-intrusive particle tracking system for particulate flows and vibrated granular beds

Particulate Science and Technology

Volumn 17, Issue 1-2, 1999, Pages 125-139

  Dave, Rajesh N ^a   Rosato, Anthony ^a   Fischer, Ian S ^a  

^a NEW JERSEY INSTITUTE OF TECHNOLOGY   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

GRANULAR MATERIALS; INVERSE PROBLEMS; PROBLEM SOLVING; THREE DIMENSIONAL;

PARTICLE TRACKING SYSTEM; PARTICULATE FLOWS; VIBRATED GRANULAR BEDS;

FLOW OF SOLIDS;

COMPUTER SYSTEM; FLOW KINETICS; MATHEMATICAL MODEL; PARTICULATE MATTER; PRIORITY JOURNAL; REVIEW; SYSTEM ANALYSIS; VIBRATION;

EID: 0032821249     PISSN: 02726351     EISSN: 15480046     Source Type: Journal    
DOI: 10.1080/02726359908906808     Document Type: Article

References (37)

1. Tuzun, G.T., Houlsby, R, M. Nedderman, and S. B. Savage, The Flow of Granular Materials II, Chemical Engineering Science, vol. 37(12), pp. 1691–1709, 1978.
2. O. Katsuya, T. Akehata, and S. Takashi, Powder Technology, 11, 51 (1975).
3. V. Lakshman Rao and D. Venkateswarlu, Powder Technology 11, 133, (1975).
4. M. F. Handley and M. G. Perry, Powder Technology 1, 245, (1967).
5. B. Watdie and D. Wilkinson, Canadian Journal of Chem. Engineering 64, 944, (1986).
6. M. Nakagawa, S. A. AJtobelli, A. Caprihan, E. Fukushima, and E. K Jeong, Experiments in Fluids 16, 54, (1993).
7. J. Bameveld, N. M. G. Oosterhuis, and H. J. Prägt, Ind Eng. Chem. Res. 26, 2185 (1987).
8. R. N. Dave and B. Bukiet, Review of Scientißc Instruments 69(10), 3598, (1998).
9. M. E, Van Valkenburg Network Analysis, Prentice-Hall, Englewood Cliffs, New Jersey, pp. 258–259, 1974.
10. W. N. Carr and A. Parasar, Private Communication, (New Jersey Institute of Technology, Newark, New Jersey, 1991).
11. R. P. Paul, Robot manipulators: Mathematics Programming and Control, MIT Press, Cambridge, Mass., 1981.
12. R. N. Dave, R. N. J. Volcy, J Agarwal, V. Gupta, “Non-Intrusive Rigid Body Tracking Technique for Dry Particulate Flows, Part II: Practical Aspects,” Review of Scientific Instruments, 69(10), 3613, (1998).
13. J. E. Dennis and R. B. Schnabel, Numerical Methods for Unconstrained Optimization and Nonlinear Equations, (Prentice-Hall, Englewood Cliffs, New Jersey, 1983)
14. K. Levenberg, Quart, Appl. Math 2, 164 (1944).
15. D Marquardt, SIAMJ. Appl. Math. 11,431 (1963).
16. J. J. More, in Numerical Analysis, (G. A. Watson, ed., Lecture Notes in Math. 630, Springer-Verlag, Berlin, 1977).
17. J. J. More, B. S. Garbow, and K. E. Hillstrom, User guide for MINPACK-1: Argonne National Lab Report ANL-80-74 (1980).
18. Williams, J. C. and Shields, G., “The Segregation of Granules in a Vibrated Bed” Powder Technol, 1, 1967, 134–142.
19. Takahashi, H., Suzuki, A., and Tanaka, T., “Behavior of a Particle Bed in the Field of Vibration. 1. Analysis of Particle Motion in a Vibrating Vessel”, Powder Technol, 2, 1968, 65–71.
20. Rosato, A. D., Prinz, F., Standburg, K.J., and Svvendsen, “Why the Brazil Nuts are on Top: Size Segregation of Particulate Matter by Shaking", Physics Review Letters, 58(1987), 1038.
21. Fauve S., Douady S., and Laroche, C., “Collective Behaviors of Granular Masses under Vertical Vibrations", J. Phys. France 50 (1989), 1189.
22. Gallas, A. C., Herrmann, H. J., and Sokołowski, S., “Convection Cells in Vibrating Granular Media”, Phys. Rev. Lett., 69, 1371 (1992).
23. Jaeger, H. and Nagel, S., “Physics of the Granular State", Science, 255 (1992), 1523–1531.
24. Julien, R., Meakin, P., and Pavlovich, A., “Three-Dimensional Model for Particle Size Segregation by Shaking”, Letters, 69, 640 (1992).
25. Knight, J. B., Jaeger, H. M. and Nagel, S. R. Vibration-Induced Size Separation in Granular Media: The Convection Connection”, Phys. Rev. Lett., 70(24), 1993, 3728–3731.
26. Behringer, R. P., “The Dynamics of Flowing Sand”, Nonlinear Science Today, 3 (1993), 2–15.
27. Behringer, R. P., and Pak, H. K., “The Dynamics of Shaken Sand and the Formation of Surface Waves, MEET’N’93: First Joint ASCE/ASME/SES Meeting, 2 (1993), 320.
28. Hunt, M. L., Hsiau S. and Hong, K. T., “Particle Mixing and Volumetric Expansion in a Vibrated Granular Bed”, J. Fluid Eng. 116 (1994), 785.
29. Duran, J., Mazozi, T., Clement, E., and Rajchenbach, J., “Decompaction Modes of a Two-Dimensional ‘Sandpile’ Under Vibration: Model and Experiments”, Physical ReviewE, 50 (1994), 3092–3098.
30. Duran, J., Mazozi, T., Clement, E., and Rajchenbach, J., “Size Segregation in a Two-Dimensional Sandpile: Convection and Arching Effects”, Physical ReviewE, 50(1994), 5138–5141.
31. Melo, F., Umbanhowar, P. and Swinney, H. L., “Transition to Parametric Wave Patterns in a Vertically Oscillated Granular Layer", Phys. Rev. Lett. 72 (1994), 172.
32. Cooke, W., Warr, S., Huntley, J. M, and Ball, R. C., “Particle Size Segregation in a Two-Dimensional Bed Undergoing Vertical Vibration”, Phys. Rev. E., 53(3), 1996, 2812–2822.
33. Warr, S., Jacques, G.T.H., Huntley, J. M., “Tracking the Translational and Rotational Motion of Granular Particles: Use of High-Speed Photography and Image Processing”, Powder Technology, 81 (1994), 41–56.
34. L. Vanel, A. Rosato, and R. N. Dave, Phys. Rev. Let. 78(7), 1255, (1997).
35. Wassgren, C. R., C. E. Brennen and M. L. Hunt, “Vertical Vibration of a Deep Bed of Granular Material in A Container,” J. of Applied Mechanics, to appear.
36. C. E. Brennen, S. Ghosh, and C. R. Wassgren, “Vertical Oscillation of a Bed of Granular Material,” J. of Applied Mechanics, to appear.
37. Wassgren, C. R., Brennen, C. E. and Hunt, M. L., Vertical Vibration of a Bed of Granular Material in a Container”, J. of Applied Mechanics, to appear.