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Characterization of the Centrifugal Mill

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Effect of eccentricity (G/D) on energy dissipation pattern. Energy Consist ... Effect of Restitution Coefficient on Power Dissipation ... – PowerPoint PPT presentation

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Title: Characterization of the Centrifugal Mill


1
  • Characterization of the Centrifugal Mill
  • by Lumped Kinetic Math Model and Discrete Element
    Model
  • T. Inoue and K. Okaya
  • Department of Earth System Engineering,
  • University of Tokyo

2
Centrifugal Mill
Eccentricity Acceleration Coefficient
3
Force balance in centrifugal mill (Bradley et al.)
4
Theoretical Model (Bradley et al.)
5
Upper limit of phase angle (theoretical)
6
Mill Solver - A 2-D DEM Model -1
7
Mill Solver - A 2-D DEM Model -2
8
Mill Solver - A 2-D DEM Model -3
9
Effect of mill diameter (D) on mill power,
determined by DEM simulation.
10
Effect of ball density on mill power, determined
by DEM simulation
11
Effect of centrifugal coefficient (z) on mill
power and energy consist,determined by DEM
simulation -1
12
Effect of centrifugal coefficient (z) on mill
power and energy consist,determined by DEM
simulation -2
13
Effect of eccentricity (G/D) on mill power,
determined by DEM simulation
14
Effect of ball filling (J) on power draft,
determined by DEM simulation
15
Effect of eccentricity (G/D) on energy
dissipation pattern
Energy Consist
16
Effect of friction coefficient and restitution
coefficient on power draft -1
17
Effect of friction coefficient and restitution
coefficient on power draft -2
18
Effect of Restitution Coefficient on Power
Dissipation
19
Weighted density distribution of energy spectrum
20
Theoretical (Bradley et al.)
DEM simulation (Inoue-Okaya)
21
Specification of prototype X-Mill
Type Double cylinder self- balancing
centrifugal mill Mill Operation Batch or
continuos Dimension of 150 mm dia. Mill
cylinders 300 mm length Eccentricity
(G/D) 0.2 Grinding media 17 kg (for steel
balls) Equipment size 762 (W) 935 (H)
1190 (L) mm Motor 7.5 kW
22
X-Mill
23
X-Mill (prototype)
24
X-Mill (prototype) in motion
25
Batch grinding (quartz)
26
Continuous grinding (quartz)
27
Autogenous grinding (limestone)
28
Figure 2. Phase angle of the centrifugal mill
estimated from math model.
29
Figure 3. Net power draft of the centrifugal mill
estimated from math model
30
Figure 4. Phase angle of the centrifugal mill
estimated from math and simulator models.
31
Figure5. Net power draft of the centrifugal mill
estimated from math and simulator models.
32
Conclusion
  • Theoretical model can present approximate but
    clear view of the equipment property in the
    form of a simple equation
  • DEM simulation can present a more realistic
    vision of the equipment and its performance
  • DEM simulation can present the property of
    the possible mill design under less
    restriction and less expenses
  • DEM simulation gives a microscopic view of
    the comminution events together with their
    integral effects in realistic figures
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