A molecular dynamics simulation of heat conduction in finite length SWNTs

By S. Maruyama. 2002

267 citations recorded by the source corpus.

Subfields: Materials Chemistry

View Paper: https://www.semanticscholar.org/paper/cdd8eeaab50182fd6f2e8c7a1df5ba3dfbf5726a

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In Materials Chemistry

1. Baowen Li
2. A. Dhar
3. M. Panzer
4. Amy M. Marconnet
5. Xiaobo Yin
6. Yujie Wei
7. Xiaokun Gu
8. Kenneth E. Goodson

Citations in the corpus

• Carbon nanostructures for advanced composites (2006, unknown): “[285] Maruyama S 2002 A molecular dynamics simulation of heat conduction in finite length SWNTs Physica B 323 193”
• Heat transport in low-dimensional systems (2008, methodology): “In fact simulations by Maruyama [192], Zhang and Li [193], and by Yao et al.”
• Thermal conduction phenomena in carbon nanotubes and related nanostructured materials (2013, methodology): “In other MD simulations, no convergence is found within the range of lengths simulated [0.1 to 100 nm (Zhang and Li, 2005), 6 to 400 nm (Maruyama, 2002, 2003)] and a power law (k L ) can be fitted to these simulated results.”
• A MOLECULAR DYNAMICS SIMULATION OF HEAT CONDUCTION OF A FINITE LENGTH SINGLE-WALLED CARBON NANOTUBE (2003, background): “The thermal conductivity was diverging with the power-law characteristics with nanotube length [20] at least up to the 0.”
• Colloquium: Phononic thermal properties of two-dimensional materials (2017, background): “However, anomalous thermal conduction behavior has also been observed in numerical simulations for carbon nanotubes (Maruyama, 2002; Zhang and Li, 2005), nanowires (Yang, Zhang, and Li, 2010), and polymer chains (Henry and Chen, 2008, 2009; Liu and Yang, 2012).”
• Effects of temperature and disorder on thermal boundary conductance at solid-solid interfaces: Nonequilibrium molecular dynamics simulations (2007, unknown): “The general approach that has been used by several groups to simulate thermal conductivity and hBD is to define a bath of atoms on both sides located far away from the interface or area of interest [36,40,41,43,46,47].”