Governing equations for transport phenomena

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*<b>[[Differential Formulation of Governing Equations|Differential Formulation]]</b>
*<b>[[Differential Formulation of Governing Equations|Differential Formulation]]</b>
:[[Continuity Equation|Continuity]], [[Momentum Equation|momentum]], [[Energy Equation|energy]], [[Entropy Equation|entropy]], and [[Conservation of Mass Species Equation|conservation of mass species]] equations.
:[[Continuity Equation|Continuity]], [[Momentum Equation|momentum]], [[Energy Equation|energy]], [[Entropy Equation|entropy]], and [[Conservation of Mass Species Equation|conservation of mass species]] equations.
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*<b>[[Cllaisfications of PDE and Boundary Conditions]]</b>
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*<b>[[Jump Conditions at Interface|Jump Conditions]]</b>
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*<b>[[Boundary Conditions at Interfaces]]</b>
:Conservation of [[Conservation of Mass at Interface|mass]], [[Conservation of Momentum at Interface|momentum]], [[Conservation of Energy at Interface|energy]], and [[Conservation of Mass Species at Interface|mass species]]; and [[Supplementary Conditions at Interfaces|supplementary conditions]].
:Conservation of [[Conservation of Mass at Interface|mass]], [[Conservation of Momentum at Interface|momentum]], [[Conservation of Energy at Interface|energy]], and [[Conservation of Mass Species at Interface|mass species]]; and [[Supplementary Conditions at Interfaces|supplementary conditions]].

Revision as of 15:05, 15 April 2009

Transport phenomena, which represent transports of momentum, heat and mass, include fluid mechanics, heat and mass transfer. The discussions of governing equations in the links below can be applied to Fluid Mechanics, Heat and Mass Transfer, thermal-fluids aspects of Combustion, as well as Multiphase Systems.


Lagrangian approach and Eulerian approach.
Transformation formula, continuity, momentum, energy, entropy, and conservation of mass species equations.
Continuity, momentum, energy, entropy, and conservation of mass species equations.
Conservation of mass, momentum, energy, and mass species; and supplementary conditions.
Overview of Averaging, volume averaging, area averaging, and Boltzmann statistical averaging.