Abstract

We address the problem of data acquisition in large distributed wireless sensor networks (WSNs). We propose a method for data acquisition using the hierarchical routing method and compressive sensing for WSNs. Only a few samples are needed to recover the original signal with high probability since sparse representation technology is exploited to capture the similarities and differences of the original signal. To collect samples effectively in WSNs, a framework for the use of the hierarchical routing method and compressive sensing is proposed, using a randomized rotation of cluster-heads to evenly distribute the energy load among the sensors in the network. Furthermore, L1-minimization and Bayesian compressed sensing are used to approximate the recovery of the original signal from the smaller number of samples with a lower signal reconstruction error. We also give an extensive validation regarding coherence, compression rate, and lifetime, based on an analysis of the theory and experiments in the environment with real world signals. The results show that our solution is effective in a large distributed network, especially for energy constrained WSNs.

Highlights

  • Wireless sensor networks (WSNs) are used in a variety of applications, such as environmental data collection, dangerous event monitoring, and disaster prevention [1,2]

  • They employed diffusion wavelets to design the sparse basis while we focus on the recovery method based on Bayesian Compressed Sensing and the problem of coherence in the model of HRM_CS, which is more practical under the environment with real world signals

  • Because we compress the data while we transmit the data, we reduce the number of transmissions to the sink, with a corresponding reduction in the energy consumed by the WSN

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Summary

Method and Compressive Sensing

Zhiqiang Zou 1,2,3,*, Cunchen Hu 1,†, Fei Zhang 1,†, Hao Zhao 1 and Shu Shen 1,2,3. Jiangsu High Technology Research Key Laboratory for Wireless Sensor Networks, Nanjing 210003, China. Received: 8 June 2014; in revised form: 22 August 2014 / Accepted: 26 August 2014 /

Introduction
WSNs Data Acquisition Model
Compressive Sensing Theory
Signal Sparsity
Signal Recovery
Traditional Hierarchical Routing Method
Sparsity Analysis
Measurement Matrix Analysis
Coherence Analysis between Measurement Matrix and Sparsity Matrix
Method
WSN Deployment
Monitored Data Preprocessing
Performance Comparison
Findings
Conclusions
Full Text
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