Final Flashcards
Electromagnetic Energy - Properties
1) Wavelength
2) Amplitude
3) Phase
4) Frequency
Radiant Energy
Q = h * v Q = Radiant Energy h = Planck's constant v = Frequency
Radiant Flux
Rate of transfer of the energy
Radiant Flux Density
The amount of energy entering or leaving an object
Blackbody
A hypothetical entity that absorbs all radiation
Kirchhoff’s Law
For blackbodies the emissivity = absorption = 1
Perfect reflection emissivity = 0
e= emissivity = M/ Mb
where:
• M = emitted radiation of the real object
• Mb= emitted radiation of the blackbody @the same temperature of the real object
Stefan-Boltzmann Law – emitted radiation
Mb = sT^4
Mb = Total emitted radiation in Watts/m2 (a radiant flux density) s= Stefan-Boltzmann constant (5.67 10-8 W/m2/K4) T = Absolute body temperature [K]
Wien’s Displacement Law - Peak of Exitance
lmax= 2898/T
lmax= wavelength T = Absolute body temperature [K]
Kirchhoff + Stefan-Boltzmann
For real material we use the concept of emissivity (e) to the blackbody law in order
to relate the actual radiance of a real body (greybody) at temperature T
M = esT4 M = Total emitted radiation in Watts/m2 (a radiant flux density) s= Stefan-Boltzmann constant (5.67 10-8 W/m2/K4) T = Absolute body temperature [K] e= emissivity
Brightness Temperature
The temperature of the equivalent blackbody that would give the same radiance at the wavelength under consideration
Typically used in thermal and passive microwave RS
For sufficient long wavelengths Tb~eT
Infrared
Near Infrared (NIR) 0.7-1.3 μm Mid Infrared (MIR) 1.3-7.0 μm Far Infrared (TIR) 7-1000 μm
NIR
Sensitive to plant’s health
Similar to VIS
Essentially solar radiation reflected from the earth’s surface
Mid Infrared/SWIR
Soil moisture applications and veg water content
Detecting plant stress and burnt area
Can detect active fires
Far Infrared/LWIR
Thermal Infrared
surface temperature, evapotranspiration, heat fluxes, etc.
Interaction of EM Radiation
Absorbed
Transmitted
Reflected
“Conservation of Energy”
Sum to 1
Divide by the incident to = the proportion of 1
Scattering
Depends on Wavelength, Size Particles, # of Particles, Depth of the Atmosphere
Function of: radiation wavelength, particle size
Rayleigh Scattering
-When the molecule diameter is smaller
than the wavelength
- Primarily caused by 02 and N2
- Scattering happens through absorption and re-emission
- Responsible for blue skies and red sunsets
Mie Scattering
- Caused by larger particles with diameters approximately equal to the radiation wavelength EX. water vapor, dust, smoke
- Causes pretty sunsets
Absorption
When the atmosphere absorbs radiation
Caused by: Ozone and oxygen <300nm
Carbon dioxide 13-17.5 um (MIR & TIR)
Water vapor 5.5-7um and 27um
Reflection
Product of: surface roughness, # of leaves, geometry of incident, viewing angle
Specular Reflection
When an object is smooth all (or almost all) of the radiation is reflected in one direction
Diffuse Reflection
Also called Lambertian
When a surface is rough energy is reflected in every direction
Bidirectional Reflectance Distribution Function (BRDF)
Ratio of reflected radiance to the incident irradiance of a flat surface
Describes the optical behavior of a surface with respect to angles of illumination and observation -> Hence BIdirectional (and wavelength)
Volume Scattering
Scattering occurring within the medium as the EMR transmits from one medium to another
EX inside of snow, between the snow particles
Albedo
The directional integration of reflectance over ALL sun and view angles and sun spectrum (VIS and NIR)
Atmospheric Correction
Converts measurements from description of earth-atmosphere system to of the earth’s surface
Dark Pixel Method
Minimum Digital Number value is assumed to be atmospheric distortion and subtracted from all pixels
Atmospheric Profile - Other method of Atmospheric Correction
Spectral Reflectance: Vegetation
- Low reflectance in VIS due to chlorophyll absorption
- depends on plant health, greater jump healthier plant
- High reflectance in NIR due to leaf scattering
- Lower reflectance in NIR w/ dips due to water absorption
- Changes because of health, physiology, and structure
Vegetation Indices
- The Red Edge is foundational
- Measure “greenness”
Simple Ratio Index
NIR/Red
Larger value = healthier veg (no upper bound)
Smaller value = Not veg
NDVI
(NIR-Red)/(NIR+Red)
-1 to 1
1 = Healthy veg
-1 = water
<0.1 = Not veg
NBR
dNBR
(NIR-SWIR)/(NIR+SWIR)
PrefireNBR-PostfireNBR
-Sensitive to water, high severity pixels may be water, mask water before
Enhanced Vegetation Index (EVI)
Stabilizes aerosol influence on NDVI
Spectral Reflectance: Water
Low Reflectance in VIS, drops off in NIR and SWIR
Distribution of reflectance can be used to infer water contents
Normalized Difference Water Content
2 Types: (NIR-SWIR)/(NIR+SWIR) - for veg in drought conditions
-1 to 0 = bright surface w/ no water
1 = water!
(green-nir)/(green+nir) - for flood water/level changes
<0.3 = No water
Spectral Reflectance: Snow
- Tough to distinguish from clouds -> different signatures in MIR -> cloud reflectance(x) of cloud type
- High in VIS, decreases in NIR, dark on SWIR
- Varies with grain size -> volumetric scattering
Normalized Differenced Snow Index
(R550-R1640)/(R550+R1640)
Spectroscopy
The study of how radiated energy and matter interact
Spectrometry
Deals with the measurement of a specific spectrum