Properties of Light


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1050radiation-1

Stefan-Boltzmann Law

  • If add up the contributions from all parts of the E-M spectrum, obtain the total energy emitted by a blackbody over all wavelengths.
  • That total energy emitted per second per square meter by a blackbody at temperature T is proportional to the 4th power of its absolute temperature.
  • This is known as the Stefan-Boltzmann law,
  • E = T4 where E stands for the total energy and  is a constant number.

Problem - Stefan-Boltzmann Law ET = T4

  • The average surface temperature of the Sun is about 5800 K. If the Sun were twice as hot, 2 T = 2 x 5800 K = 11,600 K, how much more energy would it radiate than it does now?
  • The energy radiated by the Sun would be 24 or 16 times more than now.
  • E2T =  (2T)4
  • =  (2)4 T4
  • = (2)4 ( T4 )
  • = 16 ( T4 )
  • = 16 ET

Electromagnetic Spectrum

Electromagnetic Energy from the Sun

Why Do We Need Space Telescopes?

  • Only a small fraction of the radiation produced by astronomical objects actually reaches our eyes because atoms and molecules in the Earth's atmosphere absorb certain wavelengths and transmit others.
  • Opacity is proportional to the amount of radiation that is absorbed by the atmosphere.
  • Wavelength (angstroms)
  • Half-Absorption Altitude (km)

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