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The gauge pressure. The quantity |
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The pressure obtained by isentropically bringing the flow to rest. (Flow) |
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The pressure obtained by isentropically bringing the flow to rest in the relative frame of motion. (Flow) |
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The sum of the pressure and the operating pressure. (Flow) |
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The value defined as |
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The value defined as |
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The velocity vector field. (Flow) |
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The imbalance of mass in any cell, defined as |
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The face mass flux, |
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The boundary flow angle, |
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The wall shear stress vector, defined at a wall face as |
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Defined as |
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The temperature obtained by isentropically bringing the flow to rest. (Energy) |
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The temperature obtained by isentropically bringing the flow to rest in the relative frame of motion. (Energy) |
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The heat transferred at the boundary, defined as |
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The magnitude of the heat flux vector normal to the boundary, defined as |
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The effective thermal conductivity given by |
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The wall boundary heat transfer coefficient defined by |
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The local heat transfer coefficient defined by |
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The non-dimensional heat transfer coefficient |
in 
where 
, 
and 
are the reference pressure, density and velocity, respectively. (Flow)
where 
, 
and 
are the reference pressure, density and velocity, respectively. (Flow)
for each cell. (Flow)
. (Flow)
. (Flow)
, where 
is the stress tensor (see 
where 
and 
are the reference density and velocity, respectively. (Flow)
. (Energy)
. (Energy)
where 
is the turbulent Prandtl number. (Energy)
where 
is the wall boundary temperature and 
is the specified reference temperature in the continuum. (Energy)
where 
is the cell temperature and 
is the wall temperature. This serves as a local measure of heat transfer that does not require a reference temperature as does Heat Transfer Coefficient. (Energy)
, where 
is the heat transfer coefficient, 
is the thermal conductivity and 
is the specified reference length in the