Localization is crucial for accurate data interpretation in a wireless sensor network (WSN). The goal of localization is to locate the nodes with their respective coordinates acquired from anchor nodes. It helps to tr...
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Localization is crucial for accurate data interpretation in a wireless sensor network (WSN). The goal of localization is to locate the nodes with their respective coordinates acquired from anchor nodes. It helps to transfer the information via several nodes in WSN. In WSN, accurate node localization provides diverse benefits and enables large applications. Tracking the accurate position or location of the sensor nodes maximizes the system performance in WSN. However, attaining better localization in WSN is critical, because of the dynamic behavior of wireless communication in networks. Several localization algorithms and deep learning (DL) techniques have been developed to enhance the localization accuracy in WSN. These localization algorithms face challenges in several networks, particularly indoor communication;they consume more power. Evaluating the optimal value of anchor nodes, identifying scalability, and maximizing node localization in WSN are complex tasks. distancevectorhop (DV-hop) is referred to as the non-ranging-aided 3D positioning approach with more errors and less positioning accuracy. Focusing on these difficulties, a framework for the 3D localization of DV-hop (3D-DV-hop) in the WSN is recommended in this work. Hence in this paper, the DV-hopalgorithm and A* algorithm are introduced to resolve the above-mentioned issues. With the implementation of WSN, the experiments of 3-dimensional (3D) node localization provide significant outcomes. The ideology of the A* algorithm and DV-hopalgorithm are integrated to enhance the node localization in WSN. The developed model consumes low power, low data-rate communication solutions, and minimal cost. The multi-objective optimization is carried out by Modified Random Value in Supernova Optimizer (MRV-SO) to locally optimize the node coordinates. This optimization process reduces the average localization error to improve its effectiveness. The comparative analysis of the developed MRV-SO model shows 89.971,
Wireless sensor networks are the combination of enormous number of tiny devices of low price and small size. These Tiny devices are used to recognize the event, gather the data and forward the sensed data to the base ...
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ISBN:
(纸本)9789380544342
Wireless sensor networks are the combination of enormous number of tiny devices of low price and small size. These Tiny devices are used to recognize the event, gather the data and forward the sensed data to the base station. To analyze the event occurrence, event location information is required for the accuracy. So, to find the exact location of the event occurrence, we need localization technique. There is following types of localization techniques such as range based and range free. The range-based technique has more accuracy but require more hardware and highly costly to be execute in the real life. The range free technique requires less hardware to be implemented. Among various range free techniques, distancevectorhop localization technique is considered as it can correct the sensor nodes position without need of any additional hardware with a smaller number of errors. In this research, we proposed a genetic based DV-hop localization for more accuracy.
The distancevector-hop wireless sensor node location method is one of typical range-free location methods. In distancevector-hop location method, if a wireless node A can directly communicate with wireless sensor ne...
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The distancevector-hop wireless sensor node location method is one of typical range-free location methods. In distancevector-hop location method, if a wireless node A can directly communicate with wireless sensor network nodes B and C at its communication range, the hop count from wireless sensor nodes A to B is considered to be the same as that form wireless sensor nodes A to C. However, the real distance between wireless sensor nodes A and B may be dissimilar to that between wireless sensor nodes A and C. Therefore, there may be a discrepancy between the real distance and the estimated hop count distance, and this will affect wireless sensor node location error of distancevector-hop method. To overcome this problem, it proposes a wireless sensor network node location method by modifying the method of distance estimation in the distancevector-hop method. Firstly, we set three different communication powers for each node. Different hop counts correspond to different communication powers;and so this makes the corresponding relationship between the real distance and hop count more accurate, and also reduces the distance error between the real and estimated distance in wireless sensor network. Secondly, distance difference between the estimated distance between wireless sensor network anchor nodes and their corresponding real distance is computed. The average value of distance errors that is computed in the second step is used to modify the estimated distance from the wireless sensor network anchor node to the unknown sensor node. The improved node location method has smaller node location error than the distancevector-hopalgorithm and other improved location methods, which is proved by simulations.
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