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Temperature-Controlled Assembly and Characterization of a Droplet Interface Bilayer
Published on: April 19, 2021
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Manipulating thermal resistance at the solid-fluid interface through monolayer deposition
Mohammad Rashedul Hasan1, Truong Quoc Vo2, BoHung Kim1
1School of Mechanical Engineering, University of Ulsan Daehak-ro 93, Namgu Ulsan 680-749 South Korea bohungk@ulsan.ac.kr.
RSC Advances
|May 6, 2022
Summary
Adding a monolayer to solid substrates significantly impacts heat transfer. Monolayer atomic mass is the primary factor influencing interfacial thermal resistance, or Kapitza resistance, regardless of particle interactions.
Area of Science:
- Materials Science
- Thermodynamics
- Computational Physics
Background:
- Heat transfer at solid-fluid interfaces is crucial for many applications.
- Interfacial thermal resistance (Kapitza resistance) governs heat flow across dissimilar materials.
- Monolayer coatings can modify interfacial properties, but their precise impact on heat transfer is not fully understood.
Purpose of the Study:
- To investigate the effect of monolayer properties on heat transfer at a solid-fluid interface.
- To quantify the influence of monolayer atomic mass and inter-particle interaction energy on Kapitza resistance.
- To elucidate the underlying mechanisms governing heat transfer modulation by monolayers.
Main Methods:
- Non-equilibrium molecular dynamics simulations were employed.
- System parameters included a solid substrate, a fluid, and a monolayer coating.
- Monolayer properties varied: atomic mass (m_M) and interaction energy (ε_MM).
Main Results:
- Interfacial thermal resistance (Kapitza resistance) is significantly affected by monolayer insertion.
- Kapitza length increases monotonically with increasing monolayer atomic mass (m_M), independent of ε_MM.
- Fluid adsorption has a secondary role compared to monolayer properties in altering Kapitza resistance.
Conclusions:
- Monolayer atomic mass is a dominant factor determining Kapitza resistance at the solid-fluid interface.
- The observed trends can be explained by analyzing phonon spectrum overlap via vibrational density of states.
- A fourth-order polynomial function describes the combined effect of m_M and ε_MM on Kapitza resistance.

