Lecture 8 image pre-processing Flashcards
What does TOA mean
top of the atmosphere, means its uncorrected data
What does BOA mean
bottom of the atmosphere therefore no influence of the atmosphere
What are Aerosols - with examples
❑ ‘Aerosols’ – suspended solid particles
▪ dust, liquid water, particulate matter
▪ natural (e.g. fog, dust, wildfire) and anthropogenic (combustion processes) activity
which wavelength are aerosols and molecules best at scattering and absorbing light efficiently.
❑ Both aerosols and molecules scatter light more efficiently at shorter wavelengths
▪ Blue wavelengths most affected
❑ Both aerosols and molecules absorb light
▪Depends on concentration of material
what is atmospheric correction and why is it needed
gas molecules scatter and absorb light in the atmosphere, sometimes light from sun reflected back to sensor, sometimes its lost sometimes scattered then reaches sensor. atmospheric correction removes influences.
Atmospheric correction Process of removing the influence of the atmosphere on the imagery
Why? ▪ Quantitative analysis – relate reflectance to surface property
▪ Multispectral data for visual analysis
▪ Scattering increases inversely with wavelength
▪ Multi-temporal analysis – atmosphere changes with time
If you are presented with a spectral signature of a forest what should it show?
Blue part of spectrum should have lowest value over vegetation. on this example blue is higher than green suggesting its not atmospherically corrected. Scattering effecting blue band most is rayle scattering - inversely proportional. blue waveband is most effected.
An example of a histogram and soil
Amount of reflectance increases with wavelength, there is some scattering in the blue part of the spectrum due to the atmospheric influence.
What are the methods of atmospheric correction
- Dark object subtraction method
- Empirical line method
- Radiative transfer models
Dark object subtraction
Identify pixel values of low reflectance areas (i.e. near zero) should have very low values:
❑ Dark shadows
❑ Clear water
If its not close to zero – the numbers must come from atmospheric scattering
* Lowest pixel values in visible and near-infrared are approximation to atmospheric path radiance
* Assumes surface should have zero reflectance
* ‘near zero’ value due to atm. scattering
* The values we are getting for Dark object are due to atmospheric path radiance
* Minimum values subtracted from image
Ideally band15 of MERIS should have zero reflectance for water
DN value 4 is due to atmospheric scattering, if this is subtracted from the image it will correct the effect of atmosphere
what are the problems with Dark object subtraction
- Does not account for spatial variation in the atmosphere (full-scene correction). Ie doesn’t account for dust.
- Truly “dark” pixels are rare and dark pixels in all spectral bands are rarer. Still some reflectance everywhere.
Describe the empirical line method
Selection of one dark and one bright target
* Ground reflectance measurement using field radiometer
* Sensor radiance computed from image is compared with ground reflectance
dark target = low reflectance, bright target = high reflectance – use to correct image.
Valid for a small area, cannot use for 100’s of km – normally used for correcting air craft data.
Radiative transfer models
Radiative transfer models
* More complicated BUT more reliable
* Need more information to parameterize the model – Geometrical conditions (view/solar angles) – Atmospheric model for gaseous components (Rayleigh scattering)
* H2O, O3 , aerosol optical depth, (transmittance / opacity)
– Aerosol model (type and concentration) (Mie scattering)
* Dust, soot, salt etc
. – Spectral condition
* bands and bandwidths
– Ground reflectance (type and spectral variation)
* surface scattering (default is to assume Lambertian….)
Require more input, this is what was used for assignment.
Geometric Correction Geometric correction or georeferencing reasons why?
the process of transforming the x-y dimensions of a remotely sensed image so that it has the same scale and project properties of a selected map projection.
Ie, columns and rows in satellite to latitude and longitude – raster data
Reasons:
1. To transform an image to match a selected map projection
2. To be able to locate points and features of interest on the image
3. To be able to merge two or more remote sensing images to make a single image
4. To be able to merge two or more images of the same area collected at different times (images may have been collected by different sensors) 5. To be able to merge the remote sensing image with other geographic data with a similar projection (e.g., to use the satellite image as an information layer within a GIS
Geometric Correction concept
*The map co-ordinate system is expressed in terms of northings and eastings with units of metres. *The image co-ordinate system is expressed in terms of rows and columns with units of pixels. *Unfortunately, the two co-ordinate systems do not coincide.
Geometric Correction procedure
Ground Control Point (GCP): locations that are found both in the image and in the map
Matching points on an image with corresponding map (or image) coordinates (or GPS readings taken in field)
build up a matrix that relates coordinate system with coordinate system of the image – widely disperse GCP across image.
*The result of geo-correction is to produce a new output grid with its rows and columns aligned with the Eastings and Northings of a map projection system