Filter Selection for Speckle Noise Reduction
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Abstract
This work provides the knowledge about adaptive and anisotropic diffusion techniques
for speckle noise removal from different types of images like synthetic, photographic,
ultrasound and Synthetic Aperture Radar images and the various filters based on
anisotropic diffusion for the removal of speckle are also being discussed. A comparative
study is made on the performance of the Lee filter, Kuan filter, Frost filter, SRAD1 filter,
AD filter, and SRAD2 filter in removing the speckle from the image and in preserving
the edges. Finally an algorithm is developed which performs all the filtering techniques
on the input image and the statistical parameters are calculated for the output images
obtained from all the filters. These statistical parameters are weighted on the scale of 10
and compared, the images corresponding to the best statistical value are displayed along
with the filter name and corresponding value of the statistical parameters.
For the evaluation of the performance of above mentioned filters statistical parameters
like Signal to Noise Ratio, Root Mean Square Error, Peak Signal to Noise Ratio,
Correlation of Coefficient, and Mean Structural Similarity Index Measure are used and
the MATLAB codes required in calculating these parameters are developed. These
parameters are used to calculate the image quality of the output image obtained from
above mentioned filters, based on the values of these parameters the performance of the
filters in terms of speckle removal and edge preservation is discussed.
Usually each filter gives optimal result for a particular type of image at a particular
parametric value like SRAD1 gives good results for ultrasonic images and AD gives
good results for synthetic images. Hence the proposed algorithm relieves the human from
taking the decision regarding which filter is to be used for an image type since this
algorithm selects the best output among the different filter outputs and displays the
optimal results among the different results produced by different filtering techniques
Description
M.E. (Electronic Instrumentation and Control Engineering)
