Abstract

A quest for geographic routing schemes of wireless sensor networks when sensor nodes are deployed in areas with obstacles has resulted in numerous ingenious proposals and techniques. However, there is a lack of solutions for complicated cases wherein the source or the sink nodes are located close to a specific hole, especially in cavern-like regions of large complex-shaped holes. In this paper, we propose a geographic routing scheme to deal with the existence of complicated-shape holes in an effective manner. Our proposed routing scheme achieves routes around holes with the (1+epsilon)-stretch. Experimental results show that our routing scheme yields the highest load balancing and the most extended network lifetime compared to other well-known routing algorithms as well.

Highlights

  • Wireless sensor nodes can be applied to build many reallife applications [1]

  • We have addressed a challenging problem that caused by a large hole of complicated shape in wireless sensor networks

  • We have proposed a load-balancing, (1 þ )-stretch routing scheme k-MLP routing that achieves k almostparallel routes with stretch at most 1 þ from the shortest routes for any constant [ 0 and a given network-hole scenario, The main idea is to construct k almost parallel lanes between source s and a destination d such that this kwidth strip always aligns itself with the shortest path between s and t

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Summary

Introduction

Wireless sensor nodes can be applied to build many reallife applications (medical and health, environmental monitoring, transportation and logistics, etc.) [1]. Sensor nodes for environmental monitoring may be deployed in areas with obstacles (holes), such as waterlogged areas, that poses a challenge for the design of geographic routing. We propose a load-balancing, constantstretch routing scheme to deal with caverns around a large hole of complicated shape. Since the kwidth strip is aligned with the shortest path between s and t, any almost-parallel lane to this k-strip would have a length not far-off from the shortest path This technique is termed k-multi-lane path routing, or k-MLP routing in this paper. We propose k-MLP routing technique with the combination of small stretch routing and load-balancing to solve the issue of traffic hotspots completely. It is worth emphasizing that our k-MLP routing proposal can be further developed to solve the problem of planning short paths with clearance through a crowded environment This problem of planning short path with.

Related work
Hole-bypassing approaches
Routing in close proximity to a hole
Assumptions
Definitions and notations
Proposed scheme
Initialization phase
Routing phase
Determining the shortest path
Determining the Euclidean routing path
Shifting factors
Routing stretch
Numerical results
Simulations with holes based on natural lakes
Scenario with the G-shape hole
Conclusion and future works
Possible applications and future works
Full Text
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