DocumentCode
228549
Title
Automatic active contour model for satellite images
Author
Dandekar, Duhita S. ; Shingare, Pratibha ; Hemane, Priya
Author_Institution
EnTc Dept., Coll. of Eng., Pune, India
fYear
2014
fDate
1-2 Aug. 2014
Firstpage
1
Lastpage
5
Abstract
Snake algorithm is widely used for edge detection. Snake is a parametric curve based on energy minimization principle which has internal forces which retains its characteristics and external forces which is responsible for pulling it towards lines, edges. The initialization of contours is a critical factor in active contour model. Poorly initialized contour fails to capture edges. Various methods have been developed for automatic initialization of contours. Satellite images generally cover large area and they are large in size. So their computational complexity is high. In this paper, we are estimating external energy from static force using Poisson´s equations and determines most likely initial contour. We have used vector field convolution force for deformation. We have extended Bing Li and Scott T. Acton´s [4] algorithm for satellite images. Comparison is done with Center of divergent method, Force field segmentation method and Canny edge detection method. Poisson inverse gradient method requires minimum number of iteration and time required for snake deformation.
Keywords
Poisson equation; artificial satellites; computational complexity; curve fitting; deformation; edge detection; geophysical image processing; gradient methods; inverse problems; minimisation; Poisson equations; Poisson inverse gradient method; Snake algorithm; automatic active contour model; automatic contour initialization; computational complexity; edge detection; energy minimization principle; external energy estimation; iteration method; parametric curve; satellite images; snake deformation; static force; vector field convolution force; Active contours; Computational modeling; Convolution; Force; Image edge detection; Satellites; Vectors; Active contour model; Automatic initialization; Poisson inverse gradient; Vector field convolution;
fLanguage
English
Publisher
ieee
Conference_Titel
Advances in Engineering and Technology Research (ICAETR), 2014 International Conference on
Conference_Location
Unnao
ISSN
2347-9337
Type
conf
DOI
10.1109/ICAETR.2014.7012943
Filename
7012943
Link To Document