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Published byMorgan Banks Modified over 9 years ago
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Introduction to Thermal Radiation and Radiation Heat Transfer
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Thermal Radiation Occurs in solids, liquids, and gases Occurs at the speed of light Has no attenuation in a vacuum Can occur between two bodies with a colder medium in between Occurs in combination with conduction and convection, and significant where large temperature differences occur Applications: Furnace with boiler tubes, radiant dryers, oven baking, designing heaters for manufacturing, estimating heat gains through windows, infrared cameras, metal cooling during manufacturing, Greenhouse effect, thermos design, among others.
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Background Electromagnetic radiation – energy emitted due to changes in electronic configurations of atoms or molecules where =wavelength (usually in m), =frequency In a vacuum c=c o =2.998x10 8 m/s Other media: c=c o /n where n=index of refraction
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Background, cont. Radiation – photons or waves? Max Planck (1900): each photon has an energy of h=Planck ’ s constant=6.625 x 10 -34 Js Shorter wavelengths have higher energy
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Radiation Spectrum
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Types of Radiation Two categories –Volumetric phenomenon – radiation emitted or absorbed throughout gases, transparent solids, some fluids –Surface phenomenon – radiation to/from solid or liquid surface Thermal radiation – emitted by all substances above absolute zero Includes visible & infrared radiation & some UV radiation.
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Radiation Properties Magnitude of radiation varies with wavelength – it ’ s spectral. –The wavelength of the radiation is a major factor in what its effects will be. –Earth/sun example Radiation is made up of a continuous, nonuniform distribution of monochromatic (single-wavelength) components. Magnitude & spectral distribution (how the radiation varies with wavelength) vary with temp & type of emitting surface.
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Emission Variation with Wavelength
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Blackbody Radiation Blackbody – a perfect emitter & absorber of radiation; it absorbs all incident radiation, and no surface can emit more for a given temperature and wavelength Emits radiation uniformly in all directions – no directional distribution – it ’ s diffuse Example of a blackbody: large cavity with a small hole
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Stefan-Boltzmann Law Joseph Stefan (1879) – total radiation emission per unit time & area over all wavelengths and in all directions: =Stefan-Boltzmann constant =5.67 x10 -8 W/m 2 K 4 Tmust be in absolute scale.
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Planck ’ s Distribution Law Sometimes we care about the radiation in a certain wavelength interval For a surface in a vacuum or gas Integrating this function over all gives us
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Radiation Distribution Radiation is a continuous function of wavelength Magnitude increases with temp. At higher temps, more radiation is at shorter wavelengths. Solar radiation peak is in the visible range.
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Wien ’ s Displacement Law Wavelength of radiation with the largest magnitude can be found for different temps using Wien ’ s Displacement Law: Note that color is a function of absorption & reflection, not emission.
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What is your favorite wavelength?
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More Radiation Properties Directional distribution – a surface doesn ’ t emit the same in all directions. Hemispherical – refers to all directions
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Emissive Power E: amount of radiation emitted per unit area Spectral hemispherical emissive power E (often leave out the word “ hemispherical ” ) W/m 2 –Rate of emission per unit area of radiation of a given wavelength in all directions per unit wavelength interval Total (hemisperical) emissive power E (W/m 2 ) –Rate of emission per unit area of radiation of all wavelengths and in all directions; this is
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Diffuse emitters Diffuse emitter: intensity is the same in all directions
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Irradiation Irradiation: radiation incident on (hitting) a surface per unit area
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Radiosity Radiosity: all radiation leaving a surface per unit area, both emitted and reflected
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Emmisivity and Kirchoff ’ s law = E/E b irchoffs’ Law
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T1T1 T2T2 T3T3 Energy e Ideal EmitterSchematic T 3 > T 2 > T 1
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In general: Opaque material: = absorptivity = reflectivity = transmissivity
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Mechanism of Radiation Heat Transfer Thermal energy of hot source ( furnace wall at T1) is converted into radiant energy. These waves travel through the intervening space in straight lines and strike a cold object at T2 such as a furnace tube The electromagnetic waves that strike the body are absorbed and converted back to thermal energy.
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Black Body and Gray Body Black Body –absorptivity = –emissivity = –ideal emissive power = E b Gray Body –absorptivity < 1 –emissivity < 1 (independent of wavelength) –emissive power<1
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Radiation of a small object from surrounding A1A1 T2T2 T1T1 T 2 > T 1
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Combined radiation and convection heat transfer
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View factor View Factor: F ij = fraction of radiation from surface i intercepted by surface j. 1 2
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Summation rule (View factor)
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Reciprocity rule (View factor)
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Superposition rule
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Symmetry rule
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Radiation heat transfer between black surfaces
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(surfaces forming an enclosure)
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Net radiation from heat transfer to or from a surface
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Electrical analogy Surface resistance
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Net Radiation Transfer between two surfaces space resistance
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Radiation heat transfer in two- surface enclosures
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Consider the radiation heat transfer between two infinite parallel plates 1 2 1
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Application:Radiation shield Highly reflective thin plate to reduce radiation heat transfer between two surfaces
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Radiation effect on temperature measurement
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