Carl McBride: Added a recent publication + slight tidy.

2015-03-16T17:15:02Z

Added a recent publication + slight tidy.

← Older revision		Revision as of 19:15, 16 March 2015
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			{{stub-general}}
	==Fourier's law of conduction==		==Fourier's law of conduction==
	:<math>{\mathbf Q}=-k(T) \nabla T</math>		:<math>{\mathbf Q}=-k(T) \nabla T</math>

	where <math>{\mathbf Q}</math> is the heat current, ''T'' is the [[temperature]], and ''k(T)'' is the ~~heat~~ conductivity tensor of the		where <math>{\mathbf Q}</math> is the [[heat]] current, <math>T</math> is the [[temperature]], and <math>k(T)</math> is the [[thermal conductivity ]]tensor of the
	material.		material.
	==Heat flow in one dimension==		==Heat flow in one dimension==
	*[http://dx.doi.org/10.~~1038~~/~~421327a Roberto Livi~~ and ~~Stefano Lepri~~ "Heat in ~~one dimension~~", ~~Nature~~ '''~~421~~''' ~~p. 327~~ (~~2003~~)]		<ref>[http://dx.doi.org/10.1103/PhysRevLett.89.200601 Onuttom Narayan and Sriram Ramaswamy "Anomalous Heat Conduction in One-Dimensional Momentum-Conserving Systems", Physical Review Letters '''89''' 200601 (2002)]</ref>
	*[http://dx.doi.org/10.~~1103~~/~~PhysRevLett.89.200601 Onuttom Narayan~~ and ~~Sriram Ramaswamy~~ "~~Anomalous~~ Heat ~~Conduction~~ in ~~One-Dimensional Momentum-Conserving Systems~~", ~~Physical Review Letters~~ '''89''' ~~200601~~ (~~2002~~)]		<ref>[http://dx.doi.org/10.1038/421327a Roberto Livi and Stefano Lepri "Heat in one dimension", Nature '''421''' p. 327 (2003)]</ref>
	==References==		==References==
			<references/>
			;Related reading
			*[http://dx.doi.org/10.1063/1.4914872 Luciano C. Lapas, Rogelma M. S. Ferreira, J. Miguel Rubí, and Fernando A. Oliveira "Anomalous law of cooling", Journal of Chemical Physics '''142''' 104106 (2015)]


	[[category: non-equilibrium thermodynamics]]		[[category: non-equilibrium thermodynamics]]

Carl McBride: New page: ==Fourier's law of conduction== : ${\mathbf Q}=-k(T) \nabla T$ where ${\mathbf Q}$ is the heat current, ''T'' is the temperature, and ''k(T)'' is the heat conduc...

2007-09-04T10:08:02Z

New page: ==Fourier's law of conduction== :<math>{\mathbf Q}=-k(T) \nabla T</math> where <math>{\mathbf Q}</math> is the heat current, ''T'' is the temperature, and ''k(T)'' is the heat conduc...

New page

==Fourier's law of conduction==
:<math>{\mathbf Q}=-k(T) \nabla T</math>

where <math>{\mathbf Q}</math> is the heat current, ''T'' is the [[temperature]], and ''k(T)'' is the heat conductivity tensor of the
material.
==Heat flow in one dimension==
*[http://dx.doi.org/10.1038/421327a Roberto Livi and Stefano Lepri "Heat in one dimension", Nature '''421''' p. 327 (2003)]
*[http://dx.doi.org/10.1103/PhysRevLett.89.200601 Onuttom Narayan and Sriram Ramaswamy "Anomalous Heat Conduction in One-Dimensional Momentum-Conserving Systems", Physical Review Letters '''89''' 200601 (2002)]
==References==
[[category: non-equilibrium thermodynamics]]

Heat flow - Revision history

Carl McBride: Added a recent publication + slight tidy.

Carl McBride: New page: ==Fourier's law of conduction== :{\mathbf Q}=-k(T) \nabla T where {\mathbf Q} is the heat current, ''T'' is the temperature, and ''k(T)'' is the heat conduc...

Carl McBride: New page: ==Fourier's law of conduction== : ${\mathbf Q}=-k(T) \nabla T$ where ${\mathbf Q}$ is the heat current, ''T'' is the temperature, and ''k(T)'' is the heat conduc...