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Kinetics of vapor-liquid and vapor-solid phase separation under gravity
Daniya Davis1, Bhaskar Sen Gupta1
1Department of Physics, School of Advanced Sciences, Vellore Institute of Technology, Vellore, Tamil Nadu 632014, India. bhaskar.sengupta@vit.ac.in.
We investigated phase separation in a Lennard-Jones system under gravity using molecular dynamics. Gravity breaks symmetry, accelerating domain growth and altering scaling laws, revealing new field-dependent length scales.
Area of Science:
- Thermodynamics and Statistical Mechanics
- Computational Physics
Background:
- Phase separation is crucial in materials science and fluid dynamics.
- Understanding domain growth kinetics is key to controlling material properties.
- Anisotropic effects due to external fields are not fully understood.
Purpose of the Study:
- To investigate the influence of an external gravitational field on phase separation kinetics.
- To analyze the resulting domain morphology and scaling laws.
- To determine the impact of gravity on statistical self-similarity and the Porod law.
Main Methods:
- Extensive molecular dynamics simulations of a three-dimensional one-component Lennard-Jones system.
- Quenching a homogeneous system near critical density into the coexistence region.
- Analysis of domain growth in the presence and absence of an external gravitational field.
Main Results:
- Formation of bicontinuous domain structures upon quenching.
- Gravity destroys system isotropy, leading to anisotropic domain growth.
- Accelerated domain growth along the field direction, resembling sedimentation.
- Emergence of new length scales dependent on gravitational field strength.
- Modified scaling laws and verification of statistical self-similarity and Porod law in anisotropic systems.
Conclusions:
- External gravitational fields significantly alter phase separation kinetics and domain morphology.
- The study provides insights into anisotropic growth phenomena and their underlying mechanisms.
- Findings are relevant for understanding and manipulating phase transitions in various physical systems.
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