Convection
is the mechanism of heat transfer occurs as a result of movement of fluid on a
macroscopic scale. I.e. heat transfer due to the mixing of elements in fluid or
the heat transferred from a solid surface to the moving fluid.
There
are several factors, on which heat transfer by convection depends on, such as
fluid thermal conductivity, fluid density, fluid velocity, solid surface
roughness, temperature difference between fluid and solid surface, moving fluid
turbulence, etc. however, as a general rule, it has been experimentally proven
that the higher the fluid velocity, the higher is the convective heat transfer coefficient
(some times called as film conductance, because of its relation to the
conduction process).
Difference
Between Conduction And Convection:
It
generally doesn’t make sense trying to differentiate between the conduction and
convection; as it is the same energy, which is transferred by the combined
action of conductivity and the movement of the fluid. Initially, the energy is
delivered from solid to the fluid at the solid-fluid interface by conduction
then the fluid stream absorbs and transfers energy as convection.
Classification
Of Convective Heat Transfer:
Convective
heat transfer is classified as:
- Forced convection
In forced convection, the fluid is forced to flow by external
means, such as fans, stirrers, etc. generally, the magnitude or rate of heat
transfer in force convection is greater then that of natural convection. In
this mode of heat transfer, the heat transfer coefficient, h, mainly depends on
the fluid velocity.
- Free convection
Free convection is also called as natural convection, i.e.
fluid flows naturally because of the gravitational and buoyancy forces.
Newton’s Cooling
Law For Heat Convection:
Newton’s law of cooling is
considered as the basic law for convection; which is stated as:
“The
heat transfer per unit area by convection is directly proportional to the
temperature difference between solid and fluid which, using proportionality
constant called the heat transfer coefficient, i.e.
Q = hA (Tfluid
– Tsolid )
Where,
h
= Convective heat transfer coefficient; W/m2.oC
Dimensionless Numbers Used For Convection
Heat Transfer Analysis:
- · Reynolds Number
Reynolds number
is related to the flow of fluids; specially the transition of flow from laminar
flow to turbulent flow conditions. This dimensionless number is used to describe
whether the flow is laminar or turbulent; hence this is the main step for the
convection heat transfer analysis.
Re
= ρVD
µ
Where,
ρ = density of fluid
V = average fluid velocity
D = tube diameter (internal)
µ = dynamic viscosity of fluid
- Nusselt Number:
This is actually
the empirical correlation of the tube size along with the flow conditions.
Nu
= hL
k
Where,
h = connective heat transfer
coefficient.
L = characteristic length of the
tube
k = thermal conductivity
of fluid
- Prandtl Number
It is the ratio
of the kinematic viscosity (υ) to the thermal diffusivity (α). It represents
the thermophysical property of fluid, and is independent of flow conditions.
Pr
= υ = cp υ
α kf
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Reference books:
- Kirk Othmar, “ Encyclopedia Of Chemical Technology”, vol. 12, 4th ed. , “Heat Exchange Technology.
- J.P. Holman, “Heat Transfer”, 10th edition.
- Eduardo Cao, “Heat transfer In Process Engineering”, chap. 4
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