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Earth Systems Science Chapter 3

Earth Systems Science Chapter 3. I. Global Energy Balance and the Greenhouse Effect: The Physics of the Radiation Balance of the Earth. Electromagnetic Radiation: waves, photons Electromagnetic Spectrum Flux Blackbody Radiation Planetary Energy Balance. ELECTROMAGNETIC RADIATION: WAVES.

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Earth Systems Science Chapter 3

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  1. Earth Systems ScienceChapter 3 I. Global Energy Balance and the Greenhouse Effect:The Physics of the Radiation Balance of the Earth • Electromagnetic Radiation: waves, photons • Electromagnetic Spectrum • Flux • Blackbody Radiation • Planetary Energy Balance

  2. ELECTROMAGNETIC RADIATION: WAVES c = speed of light in a vacuum = 3.0 x 108 m/sl = wavelength (m)v = frequency (1/s or s-1)

  3. ELECTROMAGNETIC RADIATION: WAVES Relationship between v, c, and l • vl = c • = c/v Vl/c = 1

  4. ELECTROMAGNETIC RADIATION: PHOTONS E = hv = hc/l E = Energy (joules, or j) h = Planck’s constant = 6.63 x 10-34 j-s v = frequency (1/s or s-1) c = speed of light in a vacuum (m/s) l = wavelength (m)

  5. ELECTROMAGNETIC SPECTRUM

  6. http://www.lbl.gov/MicroWorlds/ALSTool/EMSpec/EMSpec2.html

  7. FLUX

  8. FLUX: INVERSE SQUARE LAW

  9. BLACKBODY RADIATION

  10. BLACKBODY RADIATION Planck function Wien’s Law Stefan-Boltzman law T = temperature (K) s = Stefan – Boltzman constant

  11. BLACKBODY EMISSION RATES:PLANCK FUNCTIONS FOR SUN,EARTH At the Sun’s surface

  12. RADIATION BALANCE OF THE EARTH: SOLAR (SHORTWAVE) RADIATION Note: area of circle is used here: Pr2 SWin = area * fluxSWin = Pr2S - Pr2SASWin = Pr2S(1-A)

  13. RADIATION BALANCE OF THE EARTH: SOLAR (SHORTWAVE) RADIATION: Why we use the area of a circle Earth

  14. Earth RADIATION BALANCE OF THE EARTH: SOLAR (SHORTWAVE) RADIATION: Why we use the area of a circle

  15. SWin SWout Earth’sEnergy RADIATION BALANCE OF THE EARTH: SOLAR (SHORTWAVE) RADIATION Net SW = Incoming – Outgoing Net SW = Pr2S – Pr2SA Net SW = Pr2S (1-A)

  16. RADIATION BALANCE OF THE EARTH: TERRESTRIAL (LONGWAVE) RADIATION Note: area of sphere is used here: 4Pr2 LWout = area * fluxLWout = 4Pr2sTe4 Earth

  17. LWout Earth’sEnergy RADIATION BALANCE OF THE EARTH: TERRESTRIAL (LONGWAVE) RADIATION Net LW = Incoming – Outgoing Net LW = 0 – 4Pr2sTe4 Net LW = -4Pr2sTe4

  18. LWout Earth’sEnergy RADIATION BALANCE OF THE EARTH: TERRESTRIAL (LONGWAVE) RADIATION Net LW = -4Pr2sTe4 Te = effective radiating temperature

  19. SWout SWin LWout Earth’sEnergy RADIATION BALANCE OF THE EARTH: TOTAL RADIATION Assume dynamic equilibrium: IN = OUTNet SW + Net LW = 0Net SW = Pr2S(1-A)Net LW = -4Pr2sTe4Pr2S(1-A) – 4Pr2sTe4 = 0sTe4 = (S/4) (1-A) Te = [ (S/4s) (1-A) ]0.25

  20. RADIATION BALANCE OF THE EARTH: TOTAL RADIATION Te = [ (S/4s) (1-A) ]0.25 S = 1370 W/m2A = 0.3s = 5.67 x 10-8 W/(m2-K4) Te = 255K = -18°C = 0°F

  21. RADIATION BALANCE OF THE EARTH:GREENHOUSE EFFECT Te = 255K Ts = 288K DTg = Ts-Te DTg = 33K = 33°C = 59°F

  22. SW LW Earth’s Atmosphere Earth’s Surface RADIATION BALANCE OF THE EARTH:GREENHOUSE EFFECT You can do the same calculation including an atmosphere

  23. Atmospheric Energy Balance

  24. II. Atmospheric Composition and Structure

  25. Note: logarithmic scale ! Vertical Pressure and Temperature Structure

  26. Vertical Ozone Structure

  27. Modes of Energy Transfer in the Atmosphere

  28. Physical Causes of the Greenhouse Effect

  29. Physical Causes of the Greenhouse Effect

  30. Physical Causes of the Greenhouse Effect

  31. SW A*SW SW A*SW Effects of Clouds on the Atmospheric Radiation Budget: SW radiation

  32. Effects of Clouds on the Atmospheric Radiation Budget: LW radiation

  33. Globally Average Energy Budget

  34. Introduction to Climate Modeling • Many types of climate models exist. We discuss some of the more common types, which have different levels of complexity: • Zero-dimensional radiation balance models • 1-dimensional radiative-convective models • 2-dimensional diffusive models • 3-dimensional Atmospheric General Circulation Models (AGCM) • 3-D coupled atmosphere – ocean models (AOGCM)

  35. SWout SWin LWout Earth’sEnergy Introduction to Climate Modeling:zero-dimensional radiation balance model Te = [ (S/4s) (1-A) ]0.25

  36. Introduction to Climate Modeling:1-dimensional radiative-convective model One-Layer Radiation Model

  37. 1-D Rad-Conv Model S/4 (S/4)*A Radiation in each wavelength band surface Introduction to Climate Modeling:1-dimensional radiative-convective model Convection, latent fluxes Surface: latent, sensible

  38. Introduction to Climate Modeling:2-dimensional climate model North Pole South Pole Surface

  39. Introduction to Climate Modeling:3-dimensional General Circulation Model (GCM) surface http://www.arm.gov/docs/documents/project/er_0441/bkground_5/figure2.html

  40. Atmosphere Ocean Introduction to Climate Modeling:3-D coupled atmosphere – ocean models

  41. Water vapor feedback snow/ice albedo feedback IR flux/temp feedback Climate Feedbacks Cloud feedback ???

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