Carl McBride: Slight tidy.

2007-12-04T12:49:12Z

Slight tidy.

← Older revision		Revision as of 14:49, 4 December 2007
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	The typical time of permanence of a particle in a given environment.		The '''residence time''' is the typical time of permanence of a particle in a given environment;
	~~More~~ precisely, the decay time <math>\tau</math> that appears		more precisely, the decay time <math>\tau</math> that appears
	in the exponential decay <math>\exp(-t/\tau)</math> at long times.		in the exponential decay <math>\exp(-t/\tau)</math> at long times.
	Historically, the concept was introduced to describe the time		Historically, the concept was introduced to describe the time during which
	~~a particle is~~ close to another [1], but it can be employed		two particles are close to another (Ref. 1), but it can also be employed
	in other situations, as in [[Diffusion_at_interfaces \| diffusion		in other situations, such as in [[Diffusion_at_interfaces \| diffusion
	at interfaces]].		at interfaces]].


	== References ==		== References ==
	#[http://dx.doi.org/10.1021/j150643a008 R. W. Impey, P. A. Madden, and I. R. McDonald "Hydration and mobility of ions in solution" ~~J. Phys. Chem.~~ '''87''' pp 5071 - 5083 (1983)]		#[http://dx.doi.org/10.1021/j150643a008 R. W. Impey, P. A. Madden, and I. R. McDonald "Hydration and mobility of ions in solution" Jornal of Physical Chemistry '''87''' pp 5071 - 5083 (1983)]
			[[Category: non-equilibrium thermodynamics]]

Dduque: New page: The typical time of permanence of a particle in a given environment. More precisely, the decay time $\tau$ that appears in the exponential decay $\exp(-t/\tau)$ at lo...

2007-12-04T12:09:25Z

New page: The typical time of permanence of a particle in a given environment. More precisely, the decay time <math>\tau</math> that appears in the exponential decay <math>\exp(-t/\tau)</math> at lo...

New page

The typical time of permanence of a particle in a given environment.
More precisely, the decay time <math>\tau</math> that appears
in the exponential decay <math>\exp(-t/\tau)</math> at long times.
Historically, the concept was introduced to describe the time
a particle is close to another [1], but it can be employed
in other situations, as in [[Diffusion_at_interfaces | diffusion
at interfaces]].

== References ==
#[http://dx.doi.org/10.1021/j150643a008 R. W. Impey, P. A. Madden, and I. R. McDonald "Hydration and mobility of ions in solution" J. Phys. Chem. '''87''' pp 5071 - 5083 (1983)]

Residence time - Revision history

Carl McBride: Slight tidy.

Dduque: New page: The typical time of permanence of a particle in a given environment. More precisely, the decay time \tau that appears in the exponential decay \exp(-t/\tau) at lo...

Dduque: New page: The typical time of permanence of a particle in a given environment. More precisely, the decay time $\tau$ that appears in the exponential decay $\exp(-t/\tau)$ at lo...