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The Coverage Problem in a Wireless Sensor Network

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Presentation on theme: "The Coverage Problem in a Wireless Sensor Network"— Presentation transcript:

1 The Coverage Problem in a Wireless Sensor Network
Author : chi-Fu Huang, Yu-Chee Tseng Presenter : Young-Hwan Kim

2 Contents Introduction Problem statement The proposed solutions
Applications and extensions of the coverage problem Conclusion 2008 ICL seminar

3 Introduction Definition Features
Network of sensor nodes with computation, sensing, wireless communication capabilities Features Embedded computer with sensors and radios Sensing target in proximity Large number of densely distributed nodes Multi-hop, wireless, ad hoc network Sensing, processing, communication, actuation 3 2008 ICL seminar

4 Introduction Issue Consideration of design
Coverage Problem (&Connectivity) Coverage and Schedule Localization and Location Estimation Identifying Set Problems Consideration of design Energy constraint Relation of whole network system whole network life time Prior to global(whole) goal than individual requirements 4 2008 ICL seminar

5 Problem statement Assumption
Set of sensors, S = {s1, s2, …, sn}, in a two-dimensional area A Each sensor is located at (xi, yi) inside A Each sensor has a sensing range of ri 5 2008 ICL seminar

6 Problem statement Two versions of the coverage problem – k-NC
The sensing ranges are non-unit disks 6 2008 ICL seminar

7 Problem statement Two versions of the coverage problem – k-UC
The sensing ranges are unit disks 7 2008 ICL seminar

8 Naive solution Find out all sub-regions divided by the sensing regions of all n sensors Check if each sub-region is k-covered or not Complexity – O(n^2) : because of many sub-regions Difficult to calculate sub-regions 8 2008 ICL seminar

9 K-UC Problem (proposed solution)
Complexity – O(ndlogd) : polynomial-time algorithm n : the number of all sensors in whole network area d : the maximum number of sensors that may intersect a sensor Look at how the perimeter of each sensor’s sensing range is covered By collecting k-perimeter-coverage information from all sensors, a correct decision can be made 2008 ICL seminar

10 K-UC Problem Calculation 2008 ICL seminar Two sensor : location :
distance angle condition 10 2008 ICL seminar

11 K-UC Problem Processing 11 2008 ICL seminar

12 K-UC Problem 12 2008 ICL seminar

13 K-UC Problem Exception-1 13 2008 ICL seminar

14 K-UC Problem Exception-2 14 2008 ICL seminar

15 K-NC Problem Case1: 15 2008 ICL seminar

16 K-NC Problem Case1: 16 2008 ICL seminar

17 K-NC Problem Case1: 17 2008 ICL seminar

18 K-NC Problem Case2: 18 2008 ICL seminar

19 K-NC Problem Case2: 19 2008 ICL seminar

20 K-NC Problem Case2: 20 2008 ICL seminar

21 Discovering Insufficiently Covered Regions
A larger k can support a more fine-grained sensibility Processing Central controller(FFD) broadcast the desired value of k Each sensor communicate with its neighboring sensors Calculate and compare k Results are sent back to the central controller Problem How can we patch insufficiently covered areas Granularity versus cost ( trade-off relation ) 21 2008 ICL seminar

22 Power Saving in Sensor Networks
Turn off redundant nodes to save energy Processing Assumption Candidates is nodes who can be turned off Candidate if all its neighbors are still k-perimeter-covered after si is removed 22 2008 ICL seminar

23 Hot Spots Definition Solution
More important than other areas( need to more sensors ) Solution To check whether a hot spot area is k-covered or not 23 2008 ICL seminar

24 Extension to Irregular Sensing Regions
Cause Sensing region of a sensor is not necessarily a circle Solution Through Lemma 1 and theorem 1, translate perimeter-covered property of sensors 24 2008 ICL seminar

25 Extension to Irregular Sensing Regions
How to determine the perimeter coverage -> use polygon approximation 25 2008 ICL seminar

26 Conclusion Proposed solutions solve coverage problem
Decision problem : sensing area is sufficiently covered or not Base on checking the perimeter of each sensor’s sensing range Scheme give exact answer in O(ndlogd) time Discuss several applications and extensions 26 2008 ICL seminar


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