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Keywords: continuum mechanics
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Journal Articles

Modeling Micro Mass and Heat Transfer for Gases Using Extended Continuum Equations

Manuel Torrilhon, Henning Struchtrup
Journal: ASME Journal of Heat and Mass Transfer
Publisher: ASME
Article Type: Micro/Nanoscale Heat Transfer—Part I
J. Heat Mass Transfer. March 2009, 131(3): 033103.
https://doi.org/10.1115/1.3056598
Published Online: January 13, 2009
... ( 1 ), which describes the evolution of the particle distribution function in phase space, i.e., on the microscopic level. continuum models Poiseuille flow moment method kinetic gas theory Boltzmann equation continuum mechanics flow simulation heat transfer Knudsen flow...
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Topics: Boundary-value problems, Flow (Dynamics), Gases, Heat flux, Heat transfer, Knudsen number, Microscale devices, Modeling, Poiseuille flow, Stress
Journal Articles

Thermal Resistance of Nanowire-Plane Interfaces

V. Bahadur, Student Mem. ASME, J. Xu, Student Mem. ASME, Y. Liu, Student Mem. ASME, T. S. Fisher, Mem. ASME
Journal: ASME Journal of Heat and Mass Transfer
Publisher: ASME
Article Type: Technical Briefs
J. Heat Mass Transfer. June 2005, 127(6): 664–668.
https://doi.org/10.1115/1.1865217
Published Online: June 6, 2005
.... Thermal Contact Resistance Nanowire Constriction van der Waals Force nanowires thermal resistance contact resistance continuum mechanics van der Waals forces elastic deformation thermal conductivity electrical contacts 29 July 2004 24 November 2004 06 06 2005...
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Topics: Nanowires, Van der Waals forces, Thermal resistance, Contact resistance, Thermal conductivity, Water
Journal Articles

On the Necessity of Positive Semi-Definite Conductivity and Onsager Reciprocity in Modeling Heat Conduction in Anisotropic Media

Joseph M. Powers, Associate Professor,
Journal: ASME Journal of Heat and Mass Transfer
Publisher: ASME
Article Type: Technical Papers
J. Heat Mass Transfer. October 2004, 126(5): 670–675.
https://doi.org/10.1115/1.1798913
Published Online: November 16, 2004
...Joseph M. Powers, Associate Professor, It is demonstrated by a concise standard derivation, motivated by principles of rational continuum mechanics and irreversible thermodynamics augmented by novel detailed examples, that for heat conduction in linearly anisotropic solids: (1) common restrictions...
View Article titled, On the Necessity of Positive Semi-Definite Conductivity and Onsager Reciprocity in Modeling Heat Conduction in Anisotropic Media
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Topics: Anisotropy, Heat conduction, Heat flux, Tensors, Thermal conductivity, Heat transfer, Entropy, Continuum mechanics, Nonequilibrium thermodynamics, Temperature