Brisbane Team of AUSTRIA. Harald Altinger, Bernhard Frena, Eva Hasenhütl, Christina Koller, Camilla Ladinig. Problem Nr. 15: Brazil Nut Effect
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1 Team of AUSTRIA Harald Altinger, Bernhard Frena, Eva Hasenhütl, Christina Koller, Camilla Ladinig Problem Nr. 15: Brazil Nut Effect When granular mixture is shaken the larger particles may end above the smaller ones. Investigate and explain this phenomenon. Under what conditions can the opposite distribution be obtained? Reporter: Camilla Ladinig
2 15. Brazil Nuts Effect Chart 2 Structure - Common Explanation - Life Experiments Observations - Experimental Setup - Physical Models - Quantitative Estimation - 2-dimensional Setup - Conclusions - Literature
3 15. Brazil Nuts Effect Chart 3 Common Explanation Small nuts tend to fall through the spaces between the bigger ones Small nuts can easier fill the spaces underneath the bigger ones Especially at the rim of the container less pushes between particles and the rim as in the middle between the particles
4 Life Experiments - Observations diamonds : (bigger ones rise to the top) steel balls with intruders of different shape (shaking direction dependence) light paper balls rice heavy steel ball?! reverse Brazil Nuts effect 15. Brazil Nuts Effect Chart 4
5 Experimental Setup 15. Brazil Nuts Effect Chart 5
6 15. Brazil Nuts Effect Chart 6 Models treated: Physical Models Convection model Condensation model Other models can be found in the literature 2 possibilities: Brazil Nuts Problem BNP: larger particles up Reverse Brazil Nuts Problem - RBNP: larger particles down (Occurs when the amplitude of the vibration is big enough and the vessel is deep enough. E kin of the grains )
7 15. Brazil Nuts Effect Chart 7 a) Convection model Models (1) Balls are moving up Bigger ones can t move down
8 15. Brazil Nuts Effect Chart 8 Models (2) b) Condensation model (analogy with kinetic theory of thermodynamics) Assumption: critical temperature Tc, where the particles somewhat appear to freeze system of elastic hard spheres with mass m and diameter d in the presence of gravity medium kinetic energy of the grains equivalent to the temperature T by shaking at a certain energy system becomes fluid
9 15. Brazil Nuts Effect Chart 9 a) identical balls: Quantitative Estimation (1) T c = mgdμ b) balls with different diameter and mass: T energy due to the vibration of the system m mass of one particle d diameter of one particle µ filling height at the beginning d d A B D-1 m m A B d diameter of balls A,B, m mass of balls A, B, D spatial dimension of the container
10 15. Brazil Nuts Effect Chart 10 Quantitative Estimation (2) For D = 2 ( two dimensional containers)
11 15. Brazil Nuts Effect Chart 11 2-dimensional Setup balls: d b = 2 mm, m b = 55mg disk: d d =12mm, m d =855mg RBPN d d d m = 5,9 d = 15, 6 m b b. Brazil Nuts\DSCN3343.MOV
12 15. Brazil Nuts Effect Chart 12 Conclusions BN-Effect & RBN Effect shown in several experiments good agreement between the experiments and the models found in the literature
13 15. Brazil Nuts Effect Chart 13 Literature: J. Knight, H. Jaeger and S. Nagel: Phys. Rev. Letters 70, 3728 (1993) D.C. Hong, P.V. Quinn, S. Luding: Reverse Brazil Nut Problem: Competition between Percolation and Condensation Phys. Rev. Letters, 86(15), 3423 (2001)
14 What we liked: Opponence 15. Brazil Nuts Effect What we liked less: Opponent:
15 What we liked: Review 15. Brazil Nuts Effect What we liked less: In the report: In the opponence: Reviewer:
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