1. The tension of a curved surface from simulation.
- Author
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Sodt, Alexander J. and Pastor, Richard W.
- Subjects
- *
SURFACE tension , *SIMULATION methods & models , *INTERFACES (Physical sciences) , *MOLECULAR dynamics , *DEFORMATIONS (Mechanics) , *OCTANE - Abstract
This paper demonstrates a method for calculating the tension of a system with a curved interface from a molecular dynamics simulation. To do so, the pressure of a subset of the system is determined by applying a local (virtual) mechanical deformation, fitting the response to that of a bulk fluid, and then using the Young-Laplace equation to infer the tension of the interface. The accuracy of the method is tested by calculating the local pressure of a series of water simulations at various external pressures. The tension of a simulated curved octane-water interface is computed with the method and compares well with the planar tension (≈ 46.7 dyn/cm). Finally, an ambiguity is resolved between the Harasima and Irving-Kirkwood methods of calculating the local pressure as a means for computing the tension. [ABSTRACT FROM AUTHOR]
- Published
- 2012
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