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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 81, 1994 - Issue 4
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Original Articles

A generalized heat flow algorithm

David P. Hansen Research School of Chemistry, Australian National University, Canberra, A.C.T., 0200, Australia
&
Denis J. Evans Research School of Chemistry, Australian National University, Canberra, A.C.T., 0200, Australia
Pages 767-779 | Received 21 Jun 1993, Accepted 29 Sep 1993, Published online: 26 Oct 2007

Citations (21)

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GARYP. MORRISS, TIM BYRNES & DAVID R. J. MONAGHAN. (2002) The breakdown of Navier—Stokes hydrodynamics in small periodic systems. Molecular Physics 100:14, pages 2377-2386.
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DavidP. Hansen & DenisJ. Evans. (1995) Thermal Conductivity of The Two Dimensional Soft Disk Fluid. Molecular Simulation 14:6, pages 409-416.
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Articles from other publishers (19)

Zacharias G. Fthenakis, Zhen Zhu & David Tománek. (2014) Effect of structural defects on the thermal conductivity of graphene: From point to line defects to haeckelites. Physical Review B 89:12.
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Zacharias G. Fthenakis & David Tománek. (2012) Computational study of the thermal conductivity in defective carbon nanostructures. Physical Review B 86:12.
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Kranthi K. Mandadapu, Reese E. Jones & Panayiotis Papadopoulos. (2010) A homogeneous nonequilibrium molecular dynamics method for calculating the heat transport coefficient of mixtures and alloys. The Journal of Chemical Physics 133:3.
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Kranthi K. Mandadapu, Reese E. Jones & Panayiotis Papadopoulos. (2009) A homogeneous nonequilibrium molecular dynamics method for calculating thermal conductivity with a three-body potential. The Journal of Chemical Physics 130:20.
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Young-Kyun Kwon & Philip Kim. 2006. High Thermal Conductivity Materials. High Thermal Conductivity Materials 227 265 .
David Tománek. (2005) Carbon-based nanotechnology on a supercomputer. Journal of Physics: Condensed Matter 17:13, pages R413-R459.
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Patrice Chantrenne & Jean-Louis Barrat. (2004) Finite Size Effects in Determination of Thermal Conductivities: Comparing Molecular Dynamics Results With Simple Models. Journal of Heat Transfer 126:4, pages 577-585.
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Wei Zhang, Zhiyuan Zhu, Feng Wang, Tingtai Wang, Litao Sun & Zhenxia Wang. (2004) Chirality dependence of the thermal conductivity of carbon nanotubes. Nanotechnology 15:8, pages 936-939.
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Atsushi Murakawa, Hideo Ishii & Koichi Kakimoto. (2004) An investigation of thermal conductivity of silicon as a function of isotope concentration by molecular dynamics. Journal of Crystal Growth 267:3-4, pages 452-457.
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Hideo Ishii, Atsushi Murakawa & Koichi Kakimoto. (2004) Isotope-concentration dependence of thermal conductivity of germanium investigated by molecular dynamics. Journal of Applied Physics 95:11, pages 6200-6203.
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Fei Zhang, Dennis J. Isbister & Denis J. Evans. (2001) Multiple nonequilibrium steady states for one-dimensional heat flow. Physical Review E 64:2.
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David Tománek. 2001. Nanostructured Carbon for Advanced Applications. Nanostructured Carbon for Advanced Applications 263 272 .
Savas Berber, Young-Kyun Kwon & David Tománek. (2000) Unusually High Thermal Conductivity of Carbon Nanotubes. Physical Review Letters 84:20, pages 4613-4616.
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Fei Zhang, Dennis J. Isbister & Denis J. Evans. (2000) Nonequilibrium molecular dynamics simulations of heat flow in one-dimensional lattices. Physical Review E 61:4, pages 3541-3546.
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Sten S. Sarman, Denis J. Evans & Peter T. Cummings. (1998) Recent developments in non-Newtonian molecular dynamics. Physics Reports 305:1-2, pages 1-92.
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Wm. G. Hoover, Kevin Boercker & Harald A. Posch. (1998) Large-system hydrodynamic limit for color conductivity in two dimensions. Physical Review E 57:4, pages 3911-3916.
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David R. J. Monaghan & Gary P. Morriss. (1997) Microscopic study of steady convective flow in periodic systems. Physical Review E 56:1, pages 476-488.
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Wm. G. Hoover & H. A. Posch. (1996) Numerical heat conductivity in smooth particle applied mechanics. Physical Review E 54:5, pages 5142-5145.
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William G. Hoover & Harald A. Posch. (1995) Shear viscosity via global control of spatiotemporal chaos in two-dimensional isoenergetic dense fluids. Physical Review E 51:1, pages 273-279.
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