International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 03 Issue: 01 | Jan-2016 www.irjet.net p-ISSN: 2395-0072
© 2016, IRJET | Impact Factor value: 4.45 | ISO 9001:2008 Certified Journal | Page 613
Efficient Data Gathering with Compressive Sensing in Wireless Sensor
Networks
Nikhil S. Hage
1
, Mrs.S.Kayalvizhi
2
1
M-Tech (Embedded system technology),
Former IEEE member, SRM UNIVERSITY, CHENNAI-603203,INDIA, Email:nikhil0724@gmail.com
2
Assistant professor, Department of Electronics and Communication Engineering, SRM UNIVERSITY,
CHENNAI-603203,INDIA
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Abstract -In this paper, we study the problem of data
gathering with compressive sensing (CS) in wireless
sensor networks (WSNs). Unlike the conventional
approaches, which require uniform sampling in the
traditional CS theory, the wireless sensor networks
are very useful in such area where the human being is
unable to go and monitor. In such areas the
continuous monitoring is require without failure of
network or nodes but wireless sensors network have
some energy constrain and cost constrain. we propose
a random walk algorithm for data gathering in WSNs
and for future purpose we can compare the result of
random walk approach to chain based algorithm for
data gathering which is traditional algorithm
regularly used for network formation in WSNs.
Random walk algorithm approach will absorb the
constrain like path constrain for network efficiently
and give non-uniform measurement. In this paper,
from the perspectives of Compressive sensing theory
and graph theory, we provide mathematical
foundations to allow random measurements to be
collected in a random walk based manner We obtain
random matrix from expander graph which will
constructed by node measurement and for
reconstructing we use l1 minimization theorem.
Comparing two approaches with respect to their
probability of data gathering .we also carry out
simulation of both the scheme. Simulation result
shows that our proposed scheme random walk
approach can significantly reduce communication cost
and reduce noise.
Key Words: Random walk, Compressive sensing, l1-
minimization, Gaussian and binomial function, Data
gathering.
1. INTRODUCTION
As we know, in the past few years, wireless sensor
networks (WSNs) have been deployed in a wide range of
application scenarios, such as battle field surveillance,
environment monitoring, and security systems.
We consider data collection problem in large-scale WSNs.
sensor are deployed to monitor physical phenomena such
as temperature, humidity and light over geometric area.
Data gathering is one of most important functions provided
by WSNs, where sensor will sense the data collect all data
and transfer this data to one another i.e. from nodes to sink
or sink to nodes. Due to the fact that there may exist high
correlations among these sensor readings, it is inefficient
to directly deliver raw data to the destination. Many
techniques that attempt to reduce the traffic load have
been developed, such as distributed compression
algorithms [2], [3] and distributed source coding (DSC)
approaches [3], [4].
However, the classical compression techniques for
WSNs, [1], [2], [4], [5], [9], [18]. Typically associated with
routing algorithms, impose high computation and
communication overhead on sensor nodes. We have
various kind of technique to study and apply to networks
i.e. WSNs networks to collect data Compressive data
gathering using sub-Gaussian random matrix which use
term as opportunistic pipelining to data gather [8].forming
chain-based networks To data gathering explain in chain-
based protocol under compressive sensing framework[9].
In that paper the some protocol for energy efficient data
gathering are explain such as LEACH[9] which is cluster-
based method to collect data and another one is
PEGASIS[9](Power-Efficient Gathering In Sensor
Information System) which is chain-based method to
collect data in networks. Various other papers will discuss
about application on data gathering with or without
compressive sensing method.
In particular the compressive sensing method is now
most emerging technique in the field of wireless network
which will give more advantages than any other sampling
theorem spatially Shannon sampling theorem or Nyquist
theorem .as we know conventional approaches to sampling
signals or image follow shannonǯs theorem: the sampling
rate must be at least the twice the maximum frequency
present in the signal so called Nyquist rate. Main fact is
that, this principle will only consider nearly all the signal
acquisition protocol used in consumer audio and video
electronics, medical imaging devices, radio receivers, and
so on. For some signal such as images that are not naturally