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Peclet number

In physics, the Péclet number is a dimensionless number relating the forced convection of a system to its heat conduction. It is equivalent to the product of the Reynolds number with the Prandtl number.

There are various definitions of the Péclet number. The most typical are as follows:

Pe = l * v / α

Pe = l * v * ρ * cp / λ

Pe = l2 * ρ * cp / λ / t

Pe = Re * Pr

With:

It named after Jean Claude Eugene Peclet (1793-1857)

Referenced By

Besancon | Besançon | Besançon, France | Dimensionless Number | Dimensionless parameter | Jean Claude Eugene Peclet | List of physics topics M-Q

 

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This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Peclet number".

 

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