TY - JOUR
T1 - Queuing Algorithm for Effective Target Coverage in Mobile Crowd Sensing
AU - Obinikpo, Alex Adim
AU - Zhang, Yuan
AU - Song, Houbing
AU - Luan, Tom H.
AU - Kantarcih, Burak
N1 - Publisher Copyright:
© 2014 IEEE.
PY - 2017/8
Y1 - 2017/8
N2 - In recent years, various researches have been conducted in order to find ways to cover a target or groups of targets with priority-based target coverage and sensor deployment mechanisms taking the front seats. However, with these researches, effective target coverage has been a recurrent issue due to various factors like conflict between sensors and excessive waiting time for targets to be covered. In this paper, we proposed an algorithm based on queuing theory in tandem with mobile crowd sensing to tackle these issues. To do this, first, we develop some models which are based on the birth-and-death mechanism (one of the tools in queuing theory) to determine how long a target has to wait, the mean busy period of sensors and mean idle period of sensors. While developing these models, we consider cases where there exist a single sensor and n-sensors in the system. Based on these models, we develop the required algorithm. The simulation result shows that as the number of sensors increases relative to the number of targets, an average time before a target gets discovered is 0.2 s and sensor utilization decreasing toward zero as the number of sensors increases.
AB - In recent years, various researches have been conducted in order to find ways to cover a target or groups of targets with priority-based target coverage and sensor deployment mechanisms taking the front seats. However, with these researches, effective target coverage has been a recurrent issue due to various factors like conflict between sensors and excessive waiting time for targets to be covered. In this paper, we proposed an algorithm based on queuing theory in tandem with mobile crowd sensing to tackle these issues. To do this, first, we develop some models which are based on the birth-and-death mechanism (one of the tools in queuing theory) to determine how long a target has to wait, the mean busy period of sensors and mean idle period of sensors. While developing these models, we consider cases where there exist a single sensor and n-sensors in the system. Based on these models, we develop the required algorithm. The simulation result shows that as the number of sensors increases relative to the number of targets, an average time before a target gets discovered is 0.2 s and sensor utilization decreasing toward zero as the number of sensors increases.
KW - Birth and death mechanism
KW - mobile crowd sensing (MCS)
KW - queuing theory
KW - sensor utilization
KW - sensors
UR - https://www.scopus.com/pages/publications/85029504654
U2 - 10.1109/JIOT.2017.2688366
DO - 10.1109/JIOT.2017.2688366
M3 - 文章
AN - SCOPUS:85029504654
SN - 2327-4662
VL - 4
SP - 1046
EP - 1055
JO - IEEE Internet of Things Journal
JF - IEEE Internet of Things Journal
IS - 4
M1 - 7888521
ER -