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Heat Transfer (Heat)
Thermal energy in transit due to a SPATIAL temperature difference.
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Heat Flux
The rate of heat transfer in the x direction per unit area PERPENDICULAR to the direction of transfer
q'' = q / A
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variable: k
Conduction Heat Transfer Coefficient
PROPERTY
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CONDUCTION
Mechanism, Who?, Equation
Diffusion of energy due to random molecular motion
- Fourier's Law
- Heat flux, q'' =
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CONVECTION
Mechanism, Who?, Equation
Same as conduction + energy transfer due to bulk motion
Newton's Law of Cooling
q'' = h ( Tsurface - Tfluid )
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variable: h
Convection Heat Transfer Coefficient
W/(m2 * K)
NOT A PROPERTY
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Advection
energy transfer due to bulk motion
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Convection heat transfer is_______ if transferred TO the surface
--( Tsurface < Tfluid )
NEGATIVE heat transfer TO the surface
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Convective heat transfer is________ if heat is transferred FROM the surface
--( Tsurface > Tfluid )
POSITIVE heat transfer FROM the surface
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Forced Convection
Flow is caused by external means, such as by a fan, pump, or atmospheric winds.
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Free (natural) Convection
Flow is induced by buoyancy forces, which are due to density differences caused by temperature variations in the fluid.
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Sensible energy
Internal thermal energy of the fluid
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Latent heat exchange
associated with a phase change between the liquid and vapor states of the fluid
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RADIATION
Mechanism, Equation
**occurs most efficiently in a vacuum**
Energy transfer by electromagnetic waves (or photons)
- qrad'' = q / A =
- qrad'' =
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emissivity variable
PROPERTY
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Ideal Radiator
Blackbody: emits radiation at the maximum possible rate
= 1
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variable: Eb
Emissive Power
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Stefan-Boltzmann Law
= 5.67 x 10 -8 W/(m 2K 4)
Eb =
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Incident Radiation
may originate from a special source, such as the sun, or from other surfaces to which the surface of interest is exposed.
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variable: G
IRRADIATION
=
Irradiation energy = (reflected + transmitted + absorbed) energy
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variable: hr
radiation heat transfer coefficient
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Thermal and Mechanical Energy Equation
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Internal energy consists of a:
1. Sensible component
2. Latent component
3. Chemical component
4. Nuclear component
- 1. accounts for translational, rotational, and/or vibrational motion of the atoms composing the matter.
- 2. relates intermolecular forces influencing phase change
- 3. accounts for energy stored in the chemical bonds
- 4. accounts for binding forces in the nucleus
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Simplify the TME Equation for STEADY STATE conditions.
Edot stored = 0
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Simplified STEADY-FLOW thermal energy equation
Q dot = q = m dot x C p x ( Tout - Tin )
- 1. ideal gas with KE, PE, W = 0
- 2. incompressible liquid with KE, PE, W = 0
- OR
- ideal gas/incompressible fluid with negligible viscous dissipation
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Surface Energy Balance
Edot in - Edot out = 0
q''cond - q''conv - q''rad = 0
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