## Abstract A Lagrangian finite element algorithm is described for solving twoβdimensional, timeβdependent free surface flows, in which moving contact lines are simulated by allowing local slip and the use of a βTanner Lawβ. The method is implemented using structured meshes, which are locally refin
Numerical Simulations of Flows with Moving Contact Lines
β Scribed by Sui, Yi; Ding, Hang; Spelt, Peter D.M.
- Book ID
- 120833632
- Publisher
- Annual Reviews
- Year
- 2014
- Tongue
- English
- Weight
- 897 KB
- Volume
- 46
- Category
- Article
- ISSN
- 0066-4189
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π SIMILAR VOLUMES
A numerical model has been developed for the 2D simulation of free surface flows or, more generally speaking, moving interface ones. The bulk fluids on both sides of the interface are taken into account in simulating the incompressible laminar flow state. In the case of heat transfer the whole syste
Moving contact lines are implemented in a volume-of-fluid scheme with piecewise linear interface construction. Interfacial tension is treated as a continuous body force, computed from numerical derivatives of a smoothed volume-of-fluid function. Two methods for implementing the contact angle conditi