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Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com 
ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 
www.ijera.com 44 | P a g e 
Performance of RGB and L Base Supervised Classification Technique Using Multispectral Satellite Imagery Mr. S Thirunavkkarsu*, Capt. Dr. S Santhosh Baboo** *Research Schollar, P.G. and Research Department of Computer Science, Dwaraka Doss Goverdhan Doss Vaishnav College, Chennai – 600 106. ** Associate Professor, P.G. and Research Department of Computer Science, Dwaraka Doss Goverdhan Doss Vaishnav College, Chennai – 600 106. 
ABSTRACT In the present growth of sensor technology is to improve the new chance and applications in GIS. This enhances the technology law a new method that should not focus on real time available products, but it must automatically lead to new ones. The aim of the paper is to make a maximum use of remote sensing data and GIS techniques to access land use and land cover classification in the Kiliyar sub basin sector in palar river of northen part of Tamil Nadu.IRS P6 LISS III is merged data to perform the classification using ERDAS Imaging. The RGB and L base supervised classification was based up on a Multispectral analysis, land use and land cover information‟s (maps and existing reports), which involves advanced technology and complex data processing to find detailed imagery in the study region. Ground surface reflects more radar energy emitted by the sensor from the study region, which makes it easy to distinguish between the water body, hilly, agriculture, settlement and wetland. 
Keywords - Multispectral, Classification, RGB&L, SAM, SCM, 
I. INTRODUCTION 
A procedure that use the satellite imagery data to produce maps and/or tables shows the study region and point of different selected land cover types or ground characteristic is called image classification[2]. This is the next step of the imagery enhancement or post processing. This is the most common ways to use remotely sensed data for generate land cover maps. This technique requires minimal prior knowledge of the area where a map is needed and easily incorporates ancillary data. Remote sensing image classification can be viewed as a joint venture of both image processing and classification techniques. Generally, image classification, in the field of remote sensing is the process of assigning pixels or the basic units of an image to classes. It is likely to assemble groups of identical pixels found in remotely sensed data into classes that match the informational categories of user interest by comparing pixels to one another and to those of known identity. Several technique of image classification exists. 
Image classification is an important part of the remote sensing, image analysis and pattern recognition. In some instances, the classification itself may be the object of the analysis. For example, classification of land use from remotely sensed data produces a map like imagery as the final product of the analysis [6]. In other cases, the classification can serve only as an intermediate step in more intricate analyses, such as land degradation studies, process studies, landscape modeling, coastal zone management, resource management and other environment monitoring applications. The image classification therefore forms an important tool for examination of the digital images. Using this classification tool, we can extract our own representation of land use/land cover information. As a result, image classification has emerged as a significant tool for investigating digital images. Moreover, the selection of the appropriate classification technique to be employed can have a considerable upshot on the results of whether the classification is used as an ultimate product or as one of numerous analytical procedures applied for deriving information from an imagery for additional analyses[5]. 
Multispectral imagery is used for imagery classification based on unsupervised and supervised classification algorithm. In the preprocessing stage, RGB and L based spectral sharpening method is applied to sharpen and resample for achieving pixel size based on high resolution. The performance evaluation metrics proved that spectral sharpening performs better than sharpening the RGB and L between the boundaries. The minimum distance to mean classifier, the maximum likelihood classifier and the box classification were used. According to the 
RESEARCH ARTICLE OPEN ACCESS
Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com 
ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 
www.ijera.com 45 | P a g e 
land cover reflectance characteristics of the surface material, the land use and land cover classification indicated 5 classes that belong to 30 classes. The land use and land cover map contains 5 classes. It has been shown, within the limitation, threshold parameters and classification algorithms containing significant influence on the classification results and should be selected carefully based on the study region. 
II. STUDY AREA 
Palar is a southern India river, originated from Nandidurg hills of Karnataka state and flows through Karnataka, Andhra Pradesh, Tamil Nadu and finally convergence into the Bay of Bengal at Vayalur, Tamilnadu. 
Fig. 1. Study Area 
Palar River Basin is one of the 17 major rivers of Tamil Nadu. This basin is divided in to 8 sub basins. Kiliyar is one of the sub basins, which mostly covers Thiruvannamalai and Kanchipuram districts about 914.45 sq. km total geographical area. 
III. METHODOLOGY 
Fig. 2. Methodology Diagram for Image Classification 
This methodology involves both the primary and the secondary information. This research focuses land use and/or land cover classification in Kiliyar sub basin in Northern Tamilnadu. Land use types of 2008 have been categorized on the basis of land use category classified by district resource map, agriculture, forest, built-up area, water bodies and barren land. Similarly, for land use data of 2008 toposheets (scale 1:50000 to topographic map) generated by Survey of India. Different land use categories have taken and classified by department of survey during preparation of topographic map viz agriculture, forest, settlement, water bodies, landslide. All the necessary data set for the research work such land use map 2008, land cover map 1972 to 1976, roads, rivers, settlements contours have been converted into 'digital' form through using ERDAS Imaging. The study region satellite imagery is shown in following fig. 3. 
Fig. 3. Unclassified Satellite Imagery for Study Area 
To obtain the study area map during the year 1972- 1976 (scale 1:50000), geology map (scale 1:50000) prepared District resource map of geological survey of india in 2008 and Resource map bhoovan sample data, NRSC website during the year 1990 to 2010. 
IV. IMAGE TRAINING PROCESS 
The overall goal of this step is to group a set of raw data that describe the natural result pattern for each land use land cover types to be classified in an imagery of the study area. Locate and classify using RGB & L based, to several relatively blocks of imagery, dispersed over the entire study site, each containing as a segregate of land cover type of interest. These are known as candidate training sets. The training set is to create and analyze the image pixels we must describe the each class or category that are to be mapped in the imagery; and we should identify the pixel values by which the category is to be recognized and identified, differentiate varying pixel values for each category as a result we can get most appropriate and accurate results. 
We define the brightness level or the density of color intensity of the classing color; we must also describe the tolerance level of each channel or of the composite color by which the comparison can make an adjustment while examination at each pixel. Clusters in the feature space were used to determine the spectral classes in to which the imagery is resolved, and to perform representative subset of raw data by sampling method to acquire sets of ground truth that can be used to establish decision system for 
Display the Result 
Identifying the Classes 
Classification Technique Selection 
Color based pixels Identified 
Imagery is to be processed 
Satellite Imagery
Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com 
ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 
www.ijera.com 46 | P a g e 
the classification of every pixel in the satellite imagery data set. Training data set is called signature file creation is shown in the following fig.4. 
Fig. 4. Image Pixel Identification for Signature File Creation 
In the fig. 4, various category of classes like Hills, Water body, Agriculture Land, Wetland, Settlement were chosen as training area. In this process the block pixels are trained as water body or tank, the dark gray pixels selected as Hills, the ash green pixels are trained as barren land and the red pixels are trained as cropland, continue in this process according to our classification method. Thus under the hole system we will require to provide the following data as training data set. 
 Name or label of the group 
 RGB channel values of the color for the group 
 Tolerance of the color from the described color 
4.1. Input the Imagery to Process 
Imagery for analysis must be specified as RGB and L base techniques deal with the pixel values, regardless of the type of the imagery or any imagery can be analyzed. In this satellite imagery, details are given below Table 1. Table1: Satellite Imagery Details 
Image Type 
Pan and Liss III Merged Data 
File Format 
Geo TIFF 
Projection Type 
UTM 
Spheroid Name 
WGS 84 
Datum Name 
WGS84 
UTM Zone 
1 
North or South 
North 
4.2. Color Based Pixel Identification 
From the top left corner of the input imagery, the pixels are grip and are used for assessment. While grievance the pixel values, we transform the pixels color values into the separate channel values and the brightness level or identify its density level. 
4.3. Proposed Classification Method 
The remote sensing presents with a number of supervised and unsupervised technique, that have been developed to undertake the multispectral data classification problem. In this paper RGB & L base supervised technique is used. The statistical method in use for the previous studies of land use land cover classification is the maximum likelihood classifier. Nowadays, various studies have applied artificial intelligence techniques as substitutes to remotely sensed image classification applications. In addition, diverse ensemble classification method has been proposed to significantly improve classification accuracy. Scientists and practitioners have made great efforts in developing efficient classification approaches and techniques for improving classification accuracy. The image quality of a supervised classification [3] depends on the quality of the training sites. All the supervised classifications usually have a sequence of operations that must be followed. 
 Defining of the Training Sites. 
 Extraction of Signatures. 
 Classification of the Imagery 
The training sites are done with digitized features. Usually two or three training sites are selected. The more training site is selected, the better results can be gained. This procedure assures both the accuracy of classification and the true interpretation of the results. After the training site areas are digitized then the statistical characterizations of the information are created. These are called Signatures. Finally the classification methods are applied. At present, there are different image classifications procedures are used for different purposes by various researchers. These techniques are distinguished in two main ways as supervised and unsupervised classifications. Additionally, supervised classification has different sub classification methods, which are named as parallelepiped, maximum likelihood and minimum distances. These methods are named as Hard Classifier. In this work RGB& L Base method is used for supervised classification methods. Its result and performance given below. 
4.4. Identifying the Classes Categories 
After picking up pixel and splitting up channels, each channel must be compared with the channels of each groups training data. On examining that the pixel value contains the value of training data, we consider the following constraints. 
Hills 
Water Body 
Settlement 
Wetland
Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com 
ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 
www.ijera.com 47 | P a g e 
 If each channel has the accurate values as the 
training data, then it must signature file. 
 If each channel or any of them fails to prove, to 
be the exact values in the signature value then 
the pixel‟s values must be compared with the 
abide color values form the color of the group. 
 If in, the pixel a value does not matches any of 
the above conditions then the pixel is labeled 
to be an “unknown” pixel and must start 
comparing again with next class. 
Assessment of a pixel must run until a category is 
found for a pixel or all the class found unmatched for 
the pixel. 
4.5. Display the Result 
After all the pixels were examined, we can display 
the result. With the result, we can easily plot 
classified map imagery, according to the supervised 
classes. All the unknown pixels from this plotting will 
be the borders of the category specified in any way 
and we can easily draw the borders of each group 
without any fail. 
V. RESULT AND DISCUSSION 
The main aim of the study is to evaluate the 
performance of the different classification algorithms 
using the multispectral data. This is implemented with 
ERDAS Imaging 2014 [14]. In a similar way, the 
classification algorithms can be applied for the 
multispectral data [15]. 
There are three existing classification method 
classified and tested in unclassified satellite Imagery. 
Beginning of the classification, Analysts could not 
locate which is water body, hills, crop, fallow and 
other classes. The satellite unclassified imagery 
shown in above fig.3. 
5.1. Proposed Classification Algorithm 
Fig. 5. Classified imagery for RGB & L Based Method 
5.2. Maximum Likelihood Classification 
Algorithm 
First the unclassified satellite imagery was tested 
with maximum likelihood classification technique. 
This Classification uses the training data by means of 
estimating means and variances of the classes, which 
are used to estimate probabilities and also consider the 
variability of brightness values in each class. 
Fig. 6. Classified imagery for Maximum Likelihood Method 
This classifier is based on Bayesian probability 
theory. It is the most powerful classification methods 
when accurate training data is provided and one of the 
most widely used algorithm. The classified imagery is 
shown in above figure 6. 
The Maximum Likelihood classification is 
calculated as: 
  ln ( 1) 1 
i 
t 
i i v 
y y 
d x  v   
Where di denote as distance between feature vector 
(x) and a class mean (mi) based on probabilities, vi 
denote as the n x n variance-covariance matrix of 
class i, where n is the number of input bands, y denote 
as x - mi; is the difference vector between feature 
vector x and class mean vector mi and yt denote as the 
transposed of y. 
5.3. Minimum Distance Classification 
Algorithm 
Second the unclassified satellite imagery was tested 
with minimum Distance classification technique. It is 
based on the minimum distance decision rule that 
calculates the spectral distance between the 
measurement vector for the imagery pixel and the 
mean vector for each sample. Then it assigns the 
candidate pixel to the class having the minimum 
spectral distance. The classified imagery is shown in 
figure 7. 
Fig. 7. Classified imagery for Minimum Distance Method 
For each feature vector, the distances towards 
class means are calculated. 
 The shortest Euclidian distance to a class 
mean is found. 
 If this shortest distance to a class mean is 
smaller than the user-defined threshold, then 
this class name is assigned to the output pixel. 
 Else the undefined value is assigned.
Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com 
ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 
www.ijera.com 48 | P a g e 
5.4. Parallelepiped Classification Algorithm 
Finally the unclassified satellite imagery was tested 
with parallel piped classification technique. This is a 
widely used decision rule based on simple Boolean 
“and/or” logic. Training data in „n‟ spectral bands are 
used in performing the classifications. Brightness 
values from each pixel of the multispectral imagery 
are used to produce an n-dimensional mean vector, 
Mc = (μck , μc2 , μ c3 , ... μcn ) with μck being the mean 
value of the training data obtained for class c in band 
k out of possible classes, as previously defined. Sck is 
the standard deviation of the training data class c of 
band k out of m possible classes. 
The parallelepiped algorithm is a computationally 
efficient method for classifying remote sensor data. 
Unfortunately, because some parallelepiped overlap, 
it is possible that an unknown candidate pixel might 
satisfy the criteria of more than one class. In such 
cases it is usually assigned to the first class for which 
it meets all criteria. A more elegant solution is to take 
this pixel and can be assigned to more than one class 
and use a minimum distance by means of decision 
rule to assign it to just one class. The parallelepiped 
classifier uses the class limits and stored in each class 
signature to determine, if a given pixel falls within the 
class or not. The class limits specify the dimensions of 
each side of a parallelepiped surrounding the mean of 
the class in feature space. If the pixel falls inside the 
parallelepiped, it is assigned to the class. However, if 
the pixel falls within more than one class, it is put in 
the overlap class. If the pixel does not fall inside any 
class, it is assigned to the null class. The classified 
imagery is shown in figure 8. 
Fig. 8. Classified imagery for Parallel Piped Method 
5.5. Mahalanobis distance Classification 
Algorithm 
Mahalanobis distance classification is similar to 
minimum distance classification except that the 
covariance matrix is used. The Mahalanobis distance 
classification algorithm assumes that the histograms 
of the bands have normal distributions. The classified 
imagery is shown the figure 9. 
The Mahalanobis distance is calculated as: 
  ( 2) 1 
i 
t 
i v 
y y 
d x   
Clarification of the limits as follow 
 For each feature vector x, the shortest 
Mahalanobis distance to a class mean is 
found. 
 If this shortest distance to a class mean is 
smaller than the user-defined threshold, then 
this class name is assigned to the output pixel. 
 Else the undefined value is assigned. 
Fig. 9. Classified imagery for Mahalanobis distance Method 
5.6. Spectral Angle Mapper Classification 
Algorithm 
The Spectral Angle Mapper (SAM) method is an 
automated method for directly comparing imagery 
spectra to known spectra. This method cares for both 
spectra as vectors and compute the spectral point of 
view between them. This method is insensitive to 
illumination since the SAM algorithm uses only the 
vector direction and not the vector length. The result 
of the SAM classification is an imagery show in 
figure 10. 
Fig. 10. Classified imagery for Spectral Angle Mapper Method 
SAM Presents the following formula 
    
cos (3) 2 2 
1 
x y 
xy 
  
 
   
 denote as Angle formed between reference 
spectrum and image spectrum, x denote as image 
spectrum, y denote as reference spectrum. 
5.7. Spectral Correlation Mapper 
Classification Algorithm 
The Spectral Correlation Mapper (SCM) method is 
a derivative of Pearsonian Correlation Coefficient that 
eliminates negative correlation and maintains the 
SAM characteristic of minimizing the shading 
consequence resulting in improved result shown 
figure 11. 
The SCM algorithm method, similar to SAM, uses 
the reference spectrum defined by the researcher, in 
agreement with the imagery user wants to classify. 
SCM presents the following formula
Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com 
ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 
www.ijera.com 49 | P a g e 
   
    
(4) 
2 
1 
2 2 2 
1 
2 2 
 
 
 
 
 
  
 
 
 
 
 
 
  
       
    
 
N x x N y y 
N xy x y 
R 
The function cos (SAM) is similar to the 
Pearsonian Correlation Coefficient above equation. 
The big difference is that Pearsonian Correlation 
Coefficient standardizes the data, centralizing itself in 
the mean of x and y. 
Fig. 11. Classified imagery for Spectral Correlation Mapper 
Method 
VI. CONCLUSION 
The proposed supervised classification method 
gave better accuracy than the other classification 
methods. It is observed that the spectral means of the 
classes in all bands was improved. The proposed 
method compares with existing method namely 
Parallelepiped, Maximum Likelihood, Minimum 
Distance, Mahalanobis distance, SAM and SCM. If 
the result is better, it indicates that the training 
samples were spectrally separable and the 
classification works well in the study region. This aids 
in the training set refinement process, but indicates 
little about classifier performance elsewhere in the 
scene. 
REFERENCES 
[1] Ozesmi, Stacy L., and Marvin E. Bauer. "Satellite 
remote sensing of wetlands."Wetlands ecology 
and management 10.5 (2002): 381-402. 
[2] Fukue, Kiyonari, et al. "Evaluations of 
unsupervised methods for land‐cover/use 
classifications of landsat TM data." Geocarto 
International 3.2 (1988): 37-44. 
[3] Lu, D., M. Batistella, and E. Moran. "Land‐cover 
classification in the Brazilian Amazon with the 
integration of Landsat ETM+ and Radarsat 
data." International Journal of Remote 
Sensing 28.24 (2007): 5447-5459. 
[4] Akgün, Aykut, A. Hüsnü Eronat, and Necdet 
Turk. "Comparing Different Satellite Image 
Classification Methods: An Application In 
Ayvalýk District, Western Turkey." XXth 
International Congress for Photogrammetry and 
Remote Sensing, Istanbul, Turkey. 2004. 
[5] Lillesand, Thomas M., Ralph W. Kiefer, and 
Jonathan W. Chipman. Remote sensing and 
image interpretation. No. Ed. 5. John Wiley & 
Sons Ltd, 2004. 
[6] Lu, Dengsheng, and Qihao Weng. "A survey of 
image classification methods and techniques for 
improving classification 
performance." International journal of Remote 
sensing 28.5 (2007): 823-870. 
[7] Story, Michael, and Russell G. Congalton. 
"Accuracy assessment-A user's 
perspective." Photogrammetric Engineering and 
remote sensing 52.3 (1986): 397-399. 
[8] Dean, A. M., and G. M. Smith. "An evaluation of 
per-parcel land cover mapping using maximum 
likelihood class probabilities." International 
Journal of Remote Sensing 24.14 (2003): 2905- 
2920. 
[9] Jasinski, Michael F. "Estimation of subpixel 
vegetation density of natural regions using 
satellite multispectral imagery." Geoscience and 
Remote Sensing, IEEE Transactions on 34.3 
(1996): 804-813. 
[10] Palaniswami, C., A. K. Upadhyay, and H. P. 
Maheswarappa. "Spectral mixture analysis for 
subpixel classification of coconut." CURRENT 
SCIENCE-BANGALORE- 91.12 (2006): 1706. 
[11] Lu, Dengsheng, and Qihao Weng. "A survey of 
image classification methods and techniques for 
improving classification 
performance." International journal of Remote 
sensing 28.5 (2007): 823-870. 
[12] Landgrebe, David. "On information extraction 
principles for hyperspectral data."Purdue 
University, West Lafayette, IN, USA (1997): 34. 
[13] Govender, M., et al. "A comparison of satellite 
hyperspectral and multispectral remote sensing 
imagery for improved classification and mapping 
of vegetation."Water SA 34.2 (2008): 147-154. 
[14] Richason Jr, Benjamin F. "Introduction to remote 
sensing of the environment."Introduction to 
remote sensing of the environment. (1978). 
[15] Richards, John A., and J. A. Richards. Remote 
sensing digital image analysis. Vol. 3. Berlin et 
al.: Springer, 1999. 
[16] Landgrebe, David. "Hyperspectral image data 
analysis." Signal Processing Magazine, 
IEEE 19.1 (2002): 17-28.

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Performance of RGB and L Base Supervised Classification Technique Using Multispectral Satellite Imagery

  • 1. Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 www.ijera.com 44 | P a g e Performance of RGB and L Base Supervised Classification Technique Using Multispectral Satellite Imagery Mr. S Thirunavkkarsu*, Capt. Dr. S Santhosh Baboo** *Research Schollar, P.G. and Research Department of Computer Science, Dwaraka Doss Goverdhan Doss Vaishnav College, Chennai – 600 106. ** Associate Professor, P.G. and Research Department of Computer Science, Dwaraka Doss Goverdhan Doss Vaishnav College, Chennai – 600 106. ABSTRACT In the present growth of sensor technology is to improve the new chance and applications in GIS. This enhances the technology law a new method that should not focus on real time available products, but it must automatically lead to new ones. The aim of the paper is to make a maximum use of remote sensing data and GIS techniques to access land use and land cover classification in the Kiliyar sub basin sector in palar river of northen part of Tamil Nadu.IRS P6 LISS III is merged data to perform the classification using ERDAS Imaging. The RGB and L base supervised classification was based up on a Multispectral analysis, land use and land cover information‟s (maps and existing reports), which involves advanced technology and complex data processing to find detailed imagery in the study region. Ground surface reflects more radar energy emitted by the sensor from the study region, which makes it easy to distinguish between the water body, hilly, agriculture, settlement and wetland. Keywords - Multispectral, Classification, RGB&L, SAM, SCM, I. INTRODUCTION A procedure that use the satellite imagery data to produce maps and/or tables shows the study region and point of different selected land cover types or ground characteristic is called image classification[2]. This is the next step of the imagery enhancement or post processing. This is the most common ways to use remotely sensed data for generate land cover maps. This technique requires minimal prior knowledge of the area where a map is needed and easily incorporates ancillary data. Remote sensing image classification can be viewed as a joint venture of both image processing and classification techniques. Generally, image classification, in the field of remote sensing is the process of assigning pixels or the basic units of an image to classes. It is likely to assemble groups of identical pixels found in remotely sensed data into classes that match the informational categories of user interest by comparing pixels to one another and to those of known identity. Several technique of image classification exists. Image classification is an important part of the remote sensing, image analysis and pattern recognition. In some instances, the classification itself may be the object of the analysis. For example, classification of land use from remotely sensed data produces a map like imagery as the final product of the analysis [6]. In other cases, the classification can serve only as an intermediate step in more intricate analyses, such as land degradation studies, process studies, landscape modeling, coastal zone management, resource management and other environment monitoring applications. The image classification therefore forms an important tool for examination of the digital images. Using this classification tool, we can extract our own representation of land use/land cover information. As a result, image classification has emerged as a significant tool for investigating digital images. Moreover, the selection of the appropriate classification technique to be employed can have a considerable upshot on the results of whether the classification is used as an ultimate product or as one of numerous analytical procedures applied for deriving information from an imagery for additional analyses[5]. Multispectral imagery is used for imagery classification based on unsupervised and supervised classification algorithm. In the preprocessing stage, RGB and L based spectral sharpening method is applied to sharpen and resample for achieving pixel size based on high resolution. The performance evaluation metrics proved that spectral sharpening performs better than sharpening the RGB and L between the boundaries. The minimum distance to mean classifier, the maximum likelihood classifier and the box classification were used. According to the RESEARCH ARTICLE OPEN ACCESS
  • 2. Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 www.ijera.com 45 | P a g e land cover reflectance characteristics of the surface material, the land use and land cover classification indicated 5 classes that belong to 30 classes. The land use and land cover map contains 5 classes. It has been shown, within the limitation, threshold parameters and classification algorithms containing significant influence on the classification results and should be selected carefully based on the study region. II. STUDY AREA Palar is a southern India river, originated from Nandidurg hills of Karnataka state and flows through Karnataka, Andhra Pradesh, Tamil Nadu and finally convergence into the Bay of Bengal at Vayalur, Tamilnadu. Fig. 1. Study Area Palar River Basin is one of the 17 major rivers of Tamil Nadu. This basin is divided in to 8 sub basins. Kiliyar is one of the sub basins, which mostly covers Thiruvannamalai and Kanchipuram districts about 914.45 sq. km total geographical area. III. METHODOLOGY Fig. 2. Methodology Diagram for Image Classification This methodology involves both the primary and the secondary information. This research focuses land use and/or land cover classification in Kiliyar sub basin in Northern Tamilnadu. Land use types of 2008 have been categorized on the basis of land use category classified by district resource map, agriculture, forest, built-up area, water bodies and barren land. Similarly, for land use data of 2008 toposheets (scale 1:50000 to topographic map) generated by Survey of India. Different land use categories have taken and classified by department of survey during preparation of topographic map viz agriculture, forest, settlement, water bodies, landslide. All the necessary data set for the research work such land use map 2008, land cover map 1972 to 1976, roads, rivers, settlements contours have been converted into 'digital' form through using ERDAS Imaging. The study region satellite imagery is shown in following fig. 3. Fig. 3. Unclassified Satellite Imagery for Study Area To obtain the study area map during the year 1972- 1976 (scale 1:50000), geology map (scale 1:50000) prepared District resource map of geological survey of india in 2008 and Resource map bhoovan sample data, NRSC website during the year 1990 to 2010. IV. IMAGE TRAINING PROCESS The overall goal of this step is to group a set of raw data that describe the natural result pattern for each land use land cover types to be classified in an imagery of the study area. Locate and classify using RGB & L based, to several relatively blocks of imagery, dispersed over the entire study site, each containing as a segregate of land cover type of interest. These are known as candidate training sets. The training set is to create and analyze the image pixels we must describe the each class or category that are to be mapped in the imagery; and we should identify the pixel values by which the category is to be recognized and identified, differentiate varying pixel values for each category as a result we can get most appropriate and accurate results. We define the brightness level or the density of color intensity of the classing color; we must also describe the tolerance level of each channel or of the composite color by which the comparison can make an adjustment while examination at each pixel. Clusters in the feature space were used to determine the spectral classes in to which the imagery is resolved, and to perform representative subset of raw data by sampling method to acquire sets of ground truth that can be used to establish decision system for Display the Result Identifying the Classes Classification Technique Selection Color based pixels Identified Imagery is to be processed Satellite Imagery
  • 3. Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 www.ijera.com 46 | P a g e the classification of every pixel in the satellite imagery data set. Training data set is called signature file creation is shown in the following fig.4. Fig. 4. Image Pixel Identification for Signature File Creation In the fig. 4, various category of classes like Hills, Water body, Agriculture Land, Wetland, Settlement were chosen as training area. In this process the block pixels are trained as water body or tank, the dark gray pixels selected as Hills, the ash green pixels are trained as barren land and the red pixels are trained as cropland, continue in this process according to our classification method. Thus under the hole system we will require to provide the following data as training data set.  Name or label of the group  RGB channel values of the color for the group  Tolerance of the color from the described color 4.1. Input the Imagery to Process Imagery for analysis must be specified as RGB and L base techniques deal with the pixel values, regardless of the type of the imagery or any imagery can be analyzed. In this satellite imagery, details are given below Table 1. Table1: Satellite Imagery Details Image Type Pan and Liss III Merged Data File Format Geo TIFF Projection Type UTM Spheroid Name WGS 84 Datum Name WGS84 UTM Zone 1 North or South North 4.2. Color Based Pixel Identification From the top left corner of the input imagery, the pixels are grip and are used for assessment. While grievance the pixel values, we transform the pixels color values into the separate channel values and the brightness level or identify its density level. 4.3. Proposed Classification Method The remote sensing presents with a number of supervised and unsupervised technique, that have been developed to undertake the multispectral data classification problem. In this paper RGB & L base supervised technique is used. The statistical method in use for the previous studies of land use land cover classification is the maximum likelihood classifier. Nowadays, various studies have applied artificial intelligence techniques as substitutes to remotely sensed image classification applications. In addition, diverse ensemble classification method has been proposed to significantly improve classification accuracy. Scientists and practitioners have made great efforts in developing efficient classification approaches and techniques for improving classification accuracy. The image quality of a supervised classification [3] depends on the quality of the training sites. All the supervised classifications usually have a sequence of operations that must be followed.  Defining of the Training Sites.  Extraction of Signatures.  Classification of the Imagery The training sites are done with digitized features. Usually two or three training sites are selected. The more training site is selected, the better results can be gained. This procedure assures both the accuracy of classification and the true interpretation of the results. After the training site areas are digitized then the statistical characterizations of the information are created. These are called Signatures. Finally the classification methods are applied. At present, there are different image classifications procedures are used for different purposes by various researchers. These techniques are distinguished in two main ways as supervised and unsupervised classifications. Additionally, supervised classification has different sub classification methods, which are named as parallelepiped, maximum likelihood and minimum distances. These methods are named as Hard Classifier. In this work RGB& L Base method is used for supervised classification methods. Its result and performance given below. 4.4. Identifying the Classes Categories After picking up pixel and splitting up channels, each channel must be compared with the channels of each groups training data. On examining that the pixel value contains the value of training data, we consider the following constraints. Hills Water Body Settlement Wetland
  • 4. Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 www.ijera.com 47 | P a g e  If each channel has the accurate values as the training data, then it must signature file.  If each channel or any of them fails to prove, to be the exact values in the signature value then the pixel‟s values must be compared with the abide color values form the color of the group.  If in, the pixel a value does not matches any of the above conditions then the pixel is labeled to be an “unknown” pixel and must start comparing again with next class. Assessment of a pixel must run until a category is found for a pixel or all the class found unmatched for the pixel. 4.5. Display the Result After all the pixels were examined, we can display the result. With the result, we can easily plot classified map imagery, according to the supervised classes. All the unknown pixels from this plotting will be the borders of the category specified in any way and we can easily draw the borders of each group without any fail. V. RESULT AND DISCUSSION The main aim of the study is to evaluate the performance of the different classification algorithms using the multispectral data. This is implemented with ERDAS Imaging 2014 [14]. In a similar way, the classification algorithms can be applied for the multispectral data [15]. There are three existing classification method classified and tested in unclassified satellite Imagery. Beginning of the classification, Analysts could not locate which is water body, hills, crop, fallow and other classes. The satellite unclassified imagery shown in above fig.3. 5.1. Proposed Classification Algorithm Fig. 5. Classified imagery for RGB & L Based Method 5.2. Maximum Likelihood Classification Algorithm First the unclassified satellite imagery was tested with maximum likelihood classification technique. This Classification uses the training data by means of estimating means and variances of the classes, which are used to estimate probabilities and also consider the variability of brightness values in each class. Fig. 6. Classified imagery for Maximum Likelihood Method This classifier is based on Bayesian probability theory. It is the most powerful classification methods when accurate training data is provided and one of the most widely used algorithm. The classified imagery is shown in above figure 6. The Maximum Likelihood classification is calculated as:   ln ( 1) 1 i t i i v y y d x  v   Where di denote as distance between feature vector (x) and a class mean (mi) based on probabilities, vi denote as the n x n variance-covariance matrix of class i, where n is the number of input bands, y denote as x - mi; is the difference vector between feature vector x and class mean vector mi and yt denote as the transposed of y. 5.3. Minimum Distance Classification Algorithm Second the unclassified satellite imagery was tested with minimum Distance classification technique. It is based on the minimum distance decision rule that calculates the spectral distance between the measurement vector for the imagery pixel and the mean vector for each sample. Then it assigns the candidate pixel to the class having the minimum spectral distance. The classified imagery is shown in figure 7. Fig. 7. Classified imagery for Minimum Distance Method For each feature vector, the distances towards class means are calculated.  The shortest Euclidian distance to a class mean is found.  If this shortest distance to a class mean is smaller than the user-defined threshold, then this class name is assigned to the output pixel.  Else the undefined value is assigned.
  • 5. Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 www.ijera.com 48 | P a g e 5.4. Parallelepiped Classification Algorithm Finally the unclassified satellite imagery was tested with parallel piped classification technique. This is a widely used decision rule based on simple Boolean “and/or” logic. Training data in „n‟ spectral bands are used in performing the classifications. Brightness values from each pixel of the multispectral imagery are used to produce an n-dimensional mean vector, Mc = (μck , μc2 , μ c3 , ... μcn ) with μck being the mean value of the training data obtained for class c in band k out of possible classes, as previously defined. Sck is the standard deviation of the training data class c of band k out of m possible classes. The parallelepiped algorithm is a computationally efficient method for classifying remote sensor data. Unfortunately, because some parallelepiped overlap, it is possible that an unknown candidate pixel might satisfy the criteria of more than one class. In such cases it is usually assigned to the first class for which it meets all criteria. A more elegant solution is to take this pixel and can be assigned to more than one class and use a minimum distance by means of decision rule to assign it to just one class. The parallelepiped classifier uses the class limits and stored in each class signature to determine, if a given pixel falls within the class or not. The class limits specify the dimensions of each side of a parallelepiped surrounding the mean of the class in feature space. If the pixel falls inside the parallelepiped, it is assigned to the class. However, if the pixel falls within more than one class, it is put in the overlap class. If the pixel does not fall inside any class, it is assigned to the null class. The classified imagery is shown in figure 8. Fig. 8. Classified imagery for Parallel Piped Method 5.5. Mahalanobis distance Classification Algorithm Mahalanobis distance classification is similar to minimum distance classification except that the covariance matrix is used. The Mahalanobis distance classification algorithm assumes that the histograms of the bands have normal distributions. The classified imagery is shown the figure 9. The Mahalanobis distance is calculated as:   ( 2) 1 i t i v y y d x   Clarification of the limits as follow  For each feature vector x, the shortest Mahalanobis distance to a class mean is found.  If this shortest distance to a class mean is smaller than the user-defined threshold, then this class name is assigned to the output pixel.  Else the undefined value is assigned. Fig. 9. Classified imagery for Mahalanobis distance Method 5.6. Spectral Angle Mapper Classification Algorithm The Spectral Angle Mapper (SAM) method is an automated method for directly comparing imagery spectra to known spectra. This method cares for both spectra as vectors and compute the spectral point of view between them. This method is insensitive to illumination since the SAM algorithm uses only the vector direction and not the vector length. The result of the SAM classification is an imagery show in figure 10. Fig. 10. Classified imagery for Spectral Angle Mapper Method SAM Presents the following formula     cos (3) 2 2 1 x y xy        denote as Angle formed between reference spectrum and image spectrum, x denote as image spectrum, y denote as reference spectrum. 5.7. Spectral Correlation Mapper Classification Algorithm The Spectral Correlation Mapper (SCM) method is a derivative of Pearsonian Correlation Coefficient that eliminates negative correlation and maintains the SAM characteristic of minimizing the shading consequence resulting in improved result shown figure 11. The SCM algorithm method, similar to SAM, uses the reference spectrum defined by the researcher, in agreement with the imagery user wants to classify. SCM presents the following formula
  • 6. Mr. S Thirunavkkarsu Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 4, Issue 9( Version 6), September 2014, pp.44-49 www.ijera.com 49 | P a g e        (4) 2 1 2 2 2 1 2 2                            N x x N y y N xy x y R The function cos (SAM) is similar to the Pearsonian Correlation Coefficient above equation. The big difference is that Pearsonian Correlation Coefficient standardizes the data, centralizing itself in the mean of x and y. Fig. 11. Classified imagery for Spectral Correlation Mapper Method VI. CONCLUSION The proposed supervised classification method gave better accuracy than the other classification methods. It is observed that the spectral means of the classes in all bands was improved. The proposed method compares with existing method namely Parallelepiped, Maximum Likelihood, Minimum Distance, Mahalanobis distance, SAM and SCM. If the result is better, it indicates that the training samples were spectrally separable and the classification works well in the study region. This aids in the training set refinement process, but indicates little about classifier performance elsewhere in the scene. REFERENCES [1] Ozesmi, Stacy L., and Marvin E. Bauer. "Satellite remote sensing of wetlands."Wetlands ecology and management 10.5 (2002): 381-402. [2] Fukue, Kiyonari, et al. "Evaluations of unsupervised methods for land‐cover/use classifications of landsat TM data." Geocarto International 3.2 (1988): 37-44. [3] Lu, D., M. Batistella, and E. Moran. "Land‐cover classification in the Brazilian Amazon with the integration of Landsat ETM+ and Radarsat data." International Journal of Remote Sensing 28.24 (2007): 5447-5459. [4] Akgün, Aykut, A. Hüsnü Eronat, and Necdet Turk. "Comparing Different Satellite Image Classification Methods: An Application In Ayvalýk District, Western Turkey." XXth International Congress for Photogrammetry and Remote Sensing, Istanbul, Turkey. 2004. [5] Lillesand, Thomas M., Ralph W. Kiefer, and Jonathan W. Chipman. Remote sensing and image interpretation. No. Ed. 5. John Wiley & Sons Ltd, 2004. [6] Lu, Dengsheng, and Qihao Weng. "A survey of image classification methods and techniques for improving classification performance." International journal of Remote sensing 28.5 (2007): 823-870. [7] Story, Michael, and Russell G. Congalton. "Accuracy assessment-A user's perspective." Photogrammetric Engineering and remote sensing 52.3 (1986): 397-399. [8] Dean, A. M., and G. M. Smith. "An evaluation of per-parcel land cover mapping using maximum likelihood class probabilities." International Journal of Remote Sensing 24.14 (2003): 2905- 2920. [9] Jasinski, Michael F. "Estimation of subpixel vegetation density of natural regions using satellite multispectral imagery." Geoscience and Remote Sensing, IEEE Transactions on 34.3 (1996): 804-813. [10] Palaniswami, C., A. K. Upadhyay, and H. P. Maheswarappa. "Spectral mixture analysis for subpixel classification of coconut." CURRENT SCIENCE-BANGALORE- 91.12 (2006): 1706. [11] Lu, Dengsheng, and Qihao Weng. "A survey of image classification methods and techniques for improving classification performance." International journal of Remote sensing 28.5 (2007): 823-870. [12] Landgrebe, David. "On information extraction principles for hyperspectral data."Purdue University, West Lafayette, IN, USA (1997): 34. [13] Govender, M., et al. "A comparison of satellite hyperspectral and multispectral remote sensing imagery for improved classification and mapping of vegetation."Water SA 34.2 (2008): 147-154. [14] Richason Jr, Benjamin F. "Introduction to remote sensing of the environment."Introduction to remote sensing of the environment. (1978). [15] Richards, John A., and J. A. Richards. Remote sensing digital image analysis. Vol. 3. Berlin et al.: Springer, 1999. [16] Landgrebe, David. "Hyperspectral image data analysis." Signal Processing Magazine, IEEE 19.1 (2002): 17-28.