Geometric correction is essential to the creation of accurate images which help to create accurate results when using these images in the scientific field. Geometric correction is correcting the pixels to be in the correct X and Y locations. In this lab there are two basic ways to correct the image to accuretly represent the real world. The first is image to map rectification and the other is image to image rectification. An image can only be rectified from a perviously corrected image. Therefore, if many corrections are needed then the original image used to correct an image must be corrected fro. If not corrected for then the accuracy will be very low.
Goals:
To geometrically correct images using the image to map rectification and image to image rectification .
Methods
Image to map rectification
Given an area of interest in the Chicago area there were two images to use the image to map rectification. This is done by adding ground control points (GCP) in ERDAS Imagine to use the Multipiont Geometric Correction window.
This first part was done using a first degree polynomial formula allowing us to only need to add 3 GCPs. The first step was to add the two images into two different viewers within the program. Then to select the Multipsectral tab and select control points. Then a new winow appears which allows the polynomial selection to take place. next is to select new layer and imput the DRG (Digital Raster Grahic) for the reference image and accept the default model properties.
Now add the GCP's to the map. This can be at splits in rivers or area that are more permanent. In this lab we were given places to put the GCPs. Once the requirement of three is met then the program will automatically place GCPS added to one image onto the other.
Now that all of the GCPS are placed the next step is to get the root mean square error (RMS) to under or below 2. I was lucky enough to get mine down to .4.
Finally save the output image to a folder to bring into ERDAS to view the final product.
| Figure 1: Image to Map Rectification (RMS: 0.4411) |
Image to image rectification is done by using the same processes as above. This time the images were from Sierra Leone, Africa.
The difference in the directions is that this is a third order polynomial that requires ten ground control points instead of three.
Also this one required to get a RMS error of less than 1, and then use the Display Resample Image tool was used again to get the results.
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| Figure 2: Image to Image Rectification. The ground control points are in white. An RMS of .012 was used. |
Results
Geometric correction is a very important aspect for looking at aerial images or any images that need to be spatially correct. It makes it more accuretly represent the Earth's features. If this processes was taken out of the "norm" the images people would deal with would be so far off that none of the data would be accurate enough. It is also important to understand the RMS error which tells the accuracy of the points.
Sources
Satellite images
Earth Resources Observation and Science Center, United
States Geological Survey
Digital raster graphic (DRG)
Illinois Geospatial Data Clearing House
