Eulerian and Lagrangian approaches to multi-dimensional condensation and collection
by Xiang-Yu Li, A. Brandenburg, N. E. L. Haugen, and G. Svensson
Eulerian Smoluchowski and Lagrangian superdroplet/superparticle approaches to cloud
droplet growth through condensation and collection are compared using DNS techniques
Size spectra agree well for both approaches, especially in case of turbulence
The Lagrangian scheme with symmetric collection is found to be optimal and compu-
19 tationally most efficient
Reference:
Li, X.-Y., Brandenburg, A., Haugen, N. E. L., & Svensson, G.: 2017, ``Eulerian and Lagrangian approaches to multi-dimensional condensation and collection,'' J. Adv. Model. Earth Syst., submitted
(arXiv:1604.08169, HTML, PDF)
Run directories:
Fig. 1: Run 1A,
Run 1B
Fig. 2: Run 2A,
Run 2B,
Run 2C
Fig. 4: Run 3A,
Run 3B,
Run 3C,
Run 3D,
Run 3E,
Run 3F
Fig. 6: Run 4A,
Run 4B,
Run 4C,
Run 4D,
Run 4E
Fig. 7: Run 5A,
Run 5B
Fig. B.1: Run AppB4,
Run AppB5,
Run AppE1
Fig. B.2: Run AppB1,
Run AppB2,
Run AppB3
Fig. C.1: Run AppC7,
Run AppC8,
Run AppC9,
Run AppC5,
Run AppC6,
Run AppC10,
Run AppC1,
Run AppC2,
Run AppC3,
Run AppC4
Fig. D.1: Run AppE1,
Run AppE2,
Run 2A,
Run AppE3,
Run AppE4,
Run AppE5,
Run 4D,
Run 5A,
Run AppB3
→ return to projects
Axel Brandenburg
$Date: 2024/11/12 04:15:06 $, $Author: brandenb $, $Revision: 1.22 $