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Radiation
Hot Metal
   When metal is heated
    enough it glows.

   The color changes with
    temperature.
    • Red – orange – yellow –
      white


   Light can cross a vacuum.
    • Carries energy with it.
Stefan-Boltzmann Law
   Radiation increases with
    temperature.

   Energy rate increases as 4th
    power of temperature
   Stefan-Boltzmann Law.            P = eσAT 4
     •   P = power (W)
     •   A = surface area (m2)
     •   T = temperature (K)
     •   e = emissivity (0 to 1)
     ∀   σ = constant (5.67 x 10-8
         W/m2K4)
Blackbody
   Emissivity measures the ability of an object to radiate
    heat.
   It is the same to absorb heat.
   A perfect emissivity of 1 is a blackbody.




           Low e near 0         High e near 1
Surface Temperature
   Assume the sun is a                 First find the surface area.
    blackbody radiating 3.9 x 1026         A = 4πr2
    W, and its radius is 7.0 x 108
    m.                                  Now apply the Stefan-
                                         Boltzmann Law
   What is the surface                          P 1/ 4
                                          T =(       )
    temperature?                               4πr σ
                                                  2




                                        T = 5.8 x 103 K
Absorbing Heat
   Objects that radiate also
    absorb.

   The radiation heat can be
    converted into thermal
    energy.

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P210 13f

  • 2. Hot Metal  When metal is heated enough it glows.  The color changes with temperature. • Red – orange – yellow – white  Light can cross a vacuum. • Carries energy with it.
  • 3. Stefan-Boltzmann Law  Radiation increases with temperature.  Energy rate increases as 4th power of temperature  Stefan-Boltzmann Law. P = eσAT 4 • P = power (W) • A = surface area (m2) • T = temperature (K) • e = emissivity (0 to 1) ∀ σ = constant (5.67 x 10-8 W/m2K4)
  • 4. Blackbody  Emissivity measures the ability of an object to radiate heat.  It is the same to absorb heat.  A perfect emissivity of 1 is a blackbody. Low e near 0 High e near 1
  • 5. Surface Temperature  Assume the sun is a  First find the surface area. blackbody radiating 3.9 x 1026  A = 4πr2 W, and its radius is 7.0 x 108 m.  Now apply the Stefan- Boltzmann Law  What is the surface P 1/ 4 T =( ) temperature? 4πr σ 2  T = 5.8 x 103 K
  • 6. Absorbing Heat  Objects that radiate also absorb.  The radiation heat can be converted into thermal energy.