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RFID Based Non-Preemptive Random Sleep Scheduling in WSN 被引量:1
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作者 Tianle Zhang Lihua Yin +4 位作者 Xiang Cui Abhishek Behl Fuqiang Dong Ziheng Cheng Kuo Ma 《Computers, Materials & Continua》 SCIE EI 2020年第10期835-845,共11页
In Wireless Sensor Network(WSN),because battery and energy supply are constraints,sleep scheduling is always needed to save energy while maintaining connectivity for packet delivery.Traditional schemes have to ensure ... In Wireless Sensor Network(WSN),because battery and energy supply are constraints,sleep scheduling is always needed to save energy while maintaining connectivity for packet delivery.Traditional schemes have to ensure high duty cycling to ensure enough percentage of active nodes and then derogate the energy efficiency.This paper proposes an RFID based non-preemptive random sleep scheduling scheme with stable low duty cycle.It employs delay tolerant network routing protocol to tackle the frequent disconnections.A low-power RFID based non-preemptive wakeup signal is used to confirm the availability of next-hop before sending packet.It eliminates energy consumption of repeated retransmission of the delayed packets.Moreover,the received wakeup signal is postponed to take effect until the sleep period is finished,and the waken node then responds to the sending node to start the packet delivery.The scheme can keep stable duty cycle and then ensure energy saving effect compared with other sleeping scheduling methods. 展开更多
关键词 Sleep scheduling RFID partially connected Delay Tolerant Network(DTN) wakeup non-preemptive
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Algorithm for Cost Non-preemptive Scheduling of Partial k-Trees
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作者 Yiming Li Zhiqian Ye Xiao Zhou 《Open Journal of Applied Sciences》 2012年第4期233-236,共4页
Let G be a graph, in which each vertex (job) v has a positive integer weight (processing time) p(v) and eachedge (u,v) represented that the pair of jobs u and v cannot be processed in the same slot. In this paper we a... Let G be a graph, in which each vertex (job) v has a positive integer weight (processing time) p(v) and eachedge (u,v) represented that the pair of jobs u and v cannot be processed in the same slot. In this paper we assume that every job is non-preemptive. Let C={1,2,...} be a color set. A multicoloring (scheduling) F of G is to assign each job v a set of p(v) consecutive positive integers (processing consecutive time slots) in C so that any pair of adjacent vertices receive disjoint sets. Such a multicoloring is called a non-preemptive scheduling. The cost non-preemptive scheduling problem is to find an optimal multicoloring of G. 展开更多
关键词 COLORING non-preemptive scheduling PARTIAL K-TREE
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On the Fluid Approximation for a Multiclass Queue under Non-Preemptive SBP Service Discipline 被引量:1
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作者 Yong Jiang GUO 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2012年第2期379-404,共26页
A multi-class single server queue under non-preemptive static buffer priority (SBP) service discipline is considered in this paper. Using a bounding technique, we obtain the fluid approximation for the queue length ... A multi-class single server queue under non-preemptive static buffer priority (SBP) service discipline is considered in this paper. Using a bounding technique, we obtain the fluid approximation for the queue length and busy time processes. Furthermore, we prove that the convergence rate of the fluid approximation for the queue length and busy time processes is exponential for large N. Additionally, a sufficient condition for stability is obtained. 展开更多
关键词 Multi-class queue non-preemptive SBP service discipline fluid approximation stability exponential rate of convergence
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