无线传感器网络模型设计英文文献翻译精.doc

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1、Model Design of Wireless Sensor Network based on Scale-Free Network TheoryABSTRACTThe key issue of researches on wireless sensor networks is to balance the energy costs across the whole network and to enhance the robustness in order to extend the survival time of the whole sensor network. As a speci

2、al complex network limited especially by the environment, sensor network is much different from the traditional complex networks, such as Internet network, ecological network, social network and etc. It is necessary to introduce a way of how to study wireless sensor network by complex network theory

3、 and analysis methods, the key of which lies in a successful modeling which is able to make complex network theory and analysis methods more suitable for the application of wireless sensor network in order to achieve the optimization of some certain network characteristics of wireless sensor network

4、. Based on generation rules of traditional scale-free networks, this paper added several restrictions to the improved model. The simulation result shows that improvements made in this paper have made the entire network have a better robustness to the random failure and the energy costs are more bala

5、nced and reasonable. This improved model which is based on the complex network theory proves more applicable to the research of wireless sensor network.Key-words: Wireless sensor network; Complex network; Scale-free networkI. INTRODUCTIONIn recent years, wireless sensor networks have attracted more

6、and more related researchers for its advantages. Sensor nodes are usually low-power and non-rechargeable. The integrity of the original networks will be destroyed and other nodes will have more business burden for data transmission if the energy of some certain nodes deplete. The key issue of sensor

7、 network research is to balance the energy consumption of all sensor nodes and to minimize the impact of random failure of sensor nodes or random attacks to sensor nodes on the entire network 1.Complex network theory has been for some time since first proposed by Barabasi and Albert in 1998, but com

8、plex network theory and analysis method applied to wireless sensor networks research is seriously rare and develops in slow progress. As a special complex network limited especially by the environment, sensor network is much different from the traditional complex network, and the existing complex ne

9、twork theory and analysis methods can not be directly applied to analyze sensor networks. Based on scale-free network theory (BA model 2, (1 this paper added a random damage mechanism to each sensor node when deployed in the generation rule; (2 considering the real statement of wireless sensor netwo

10、rks, a minimum and maxinum restriction on sensor communication radius was added to each sensor node; (3 in order to maintain a balanced energy comsuption of the entire network, this paper added a limited degree of saturation value to each sensor node. This improved scale-free model not only has the

11、mentioned improvements above, but also has lots of advantages of traditional scale-free networks, such as the good ability to resist random attacks, so that the existing theory and analysis methods of complex network will be more suitable for the researches of wireless sensor network.II. PROGRESS OF

12、 RELATED RESEARCHHailin Zhu and Hong Luo have proposed two complex networks-based models for wireless sensor networks 3, the first of which named Energy-aware evolution model (EAEM can organize the networks in an energy-efficient way, and can produce scale-free networks which can improve the network

13、s reliance against random failure of the sensor nodes. In the second model named Energy-balanced evolution model (EBEM, the maximum number of links for each node is introduced into the algorithm, which can make energy consumption more balanced than the previous model (EAEM.CHEN Lijun and MAO Yingchi

14、 have proposed a topology control of wireless sensor networks under an average degree constraint 4. In the precondition of the topology connectivity of wireless sensor networks, how to solve the sparseness of the network topology is a very important problem in a large number of sensor nodes deployed

15、 randomly. They proved their proposed scheme can decrease working nodes, guarantee network topology sparseness, predigest routing complexity and prolong network survival period.LEI Ming and LI Deshi have proposed a research on self-organization reliability of wireless sensor network5, which aiming o

16、n the two situations: deficiency of WSN nodes and under external attack, analyzes the error tolerance ability of different topologies of WSN, and eventually obtains optimized selforganized topological models of WSN and proposes a refined routing algorithm based on WSN.III. IMPROVED SCALE-FREE MODEL

17、FOR WSNBecause of the limited energy and the evil application environment, wireless sensor networks may easily collapse when some certain sensor nodes are of energy depletion or destruction by the nature, and even some sensor nodes have been damaged when deployed. There is also a restriction on maxi

18、num and mininum communication radius of sensor nodes rather than the other known scale-free networks such as Internet network, which has no restriction on communication radius. To have a balanced energy consumption, it is necessary to set up a saturation value limited degree of each sensor node 6.In

19、 response to these points, based on the traditional scale-free model, this paper has made the following improvements in the process of model establishment:(1 A large number of researches have shown that many complex networks in nature are not only the result from internal forces, but also the result

20、 from external forces which should not be ignored to form an entire complex network. Node failure may not only occour by node energy depletion or random attacks to them when sensor networks are in the working progress, but also occour by external forces, such as by the nature, when deployed. In this

21、 paper, a mechanism of small probability of random damage has been added to the formation of sensor networks.(2 Unlike Internet network where two nodes are able to connect directly to each other and their connection are never limited by their real location, sensor network, two nodes in which connect

22、 to each other by the way of multi-hop, so that each node has a maximum of length restriction on their communication radius. To ensure the sparse of the whole network, there must also be a minimum of length restriction on their communication radius. In this paper, a length restriction on communicati

23、on radius of sensor nodes has been proposed in the improved model.(3 In sensor network, if there exists a sensor node with a seriously high degree, whose energy consumption is very quickly, it will be seriously bad. The whole sensor network would surely collapse if enough energy were not supported t

24、o the certain node. To avoid this situation, this paper has set up a saturation value limited degree of each sensor node. By adding the mentioned restrictions above to the formation of the scale-free model, the new improved model will be more in line with the real statement of sensor network. Comple

25、x network theory and analysis methods will be more appropriate when used to research and analyze the sensor network.IV . DESCRIPTION OF THE IMPROVED ALGORITHMThe specific algorithm of the improved model formation are described as follows :(1 A given region (assumed to be square is divided into HS*HS

26、big squares (named as BS;(2 Each BS (assumed to be square is divided into LS*LS small squares (named as SS, and each SS can have only one node in its coverage region;(3 m0 backbone nodes are initially generated as a random graph, and then a new node will be added to the network to connect the existi

27、ng m nodes with m edges at each time interval. (m m0, mis a quantity parameter;(4 The newly generated node v, has a certain probability of Peto be damaged directly so that it will never be connected with any existing nodes;(5 The newly generated node vconnects with the existing node i, which obeyes

28、dependent-preference rule and is surely limited by the degree of the certain saturation value .(6 The distance div between the newly generated node v connects and the existing node i shall be shorter than the maximum dmax of the communication radius of sensor nodes.Above all, the probability that th

29、e existing node i will be connected with the newly generated node v can be shown as follows:In order to compute it conveniently, here assumed that few nodes had reached the degree of saturation value kimax . That is, N is very minimal in Eqs.(1 so that it can be ignored here. And in Eqs.iN j 1ak Kj=

30、0N=m 1t +- (2With The varying rate with time of ki, we get:0m 112i i i i t jj k amk amk m t mt m k +-=- (3When t,condition: k i (t i =m, we get the solution: i 2,i t k t a=(t =m (4 The probability that the degree of node I is smaller than k is:11k (tkPt i i m t P k (5The time interval when each newl

31、y generated node connected into the network is equal, so that probability density of t i is a constant parameter:01(t i P m t=+1/ we replace it into Eqs. (5, then we get:11111k (tkPt 1(t i m t k i i i t m t P P k =- (61101(t m m t k -+ So we get: 110(k (tk21(k.i P m t P k m t k =+ (7 When t , we get

32、:2(k2m r P k -= (8 In which 12=1+=1+a , and the degree distribution we get and the degree distribution of traditional scale-free network are similar. Approximately, it has nothing to do with the time parameter t and the quantity of edges m generated at each time interval.max Pd d iv could be calcula

33、ted by the max in um restriction dmax on communicationradius of each sensor node and the area of the entire coverage region S, thatis max Pd d iv =2Sd Then we replace max Pd d iv =2S d and a=max Pd d iv (1-P e into Eqs. and eventually we get:2S 21122(k2m 2e a P km k -= (1-P d .V. SIMULATIONThis pape

34、r used Java GUI mode of BRITE topology generator to generate the topology, and parameter settings were as follows:1 N=5000N means the quantity of the sensor nodes at the end of thetopology generation.2 m=m0 =1M means the quantity of the new generated edges by the new generated node at each time inte

35、rval.3 HS=500HS means the given region was divided into HS*HS big squares.4 .LS=50 LS means each big square was divided into LS*LS small squares.d=105 mind is the mininum restriction on communication radius of each sensor node.mind=1286 maxd is the maxinum restriction on communication radius of each

36、 sensor node.max7 PC=1PC means wether preferential connectivity or not.8 .IG=1IG means wether incremental grouth or not.9 e P=0.01, m=1This means that any newly generated node has 1% chance to be node failure and the newly generated node if normal only connect with one existing node .Then we got eac

37、h degree of the sensor network nodes from BRITE topology generator.To analyze the degree distribution, we use Matlab to calculate datas and draw graph. As can easily be seen from Fig. 1, the distribution of degree k subjected approximately to Power-Law distribution. However, the value of is no longe

38、r between 2 and 3, but a very large value, which is caused by the random damage probability P e to new generated nodes when deployed and the max in um of communication radius d max of each sensor node. It can be easily seen that the slope of P(k is very steep and P(k rears up because sensor node has

39、 a limited degree of saturation value by 180. The existence of 0 degree nodes is result from the random damage to new generated nodes when deployed.Fig. 1 Degree distribution of Improved ModelCompared with the degree distribution produced by traditional scale-free network as is shown in Fig. 2, the

40、generation rule proposed in this paper has produced a degree distribution in a relatively low value as is shown in Fig. 1; there are some nodes of 0 degree as is shown in Fig. 1 on the left for the random damage rule; as is shown on the right in Fig. 1, there are no nodes with higher degree than the

41、 quantity of 180 while there are some nodes whose degree are of higher degree than the quantity of 180.Fig. 2 Degree distribution of traditional Scale-free ModelVI. CONCLUSIONThis paper has added a random damage to new generated nodes when deployed; considering multi-hop transmission of sensor netwo

42、rk, this paper has proposed a maximum restriction on the communication radius of each sensor node; in order to improve the efficiency of energy comsumption and maintain the sparsity of the entire network, this paper has also added a minimum restriction on the communication radius of each sensor node

43、 to the improved model; to balance the energy comsuption of the entire network, this paper has proposed a limited degree of saturation value on each sensor node.In this paper, an improved scale-free network model was proposed to introduce the theory of traditional scale-free network and analysis met

44、hods into the researches of wireless sensor networks more appropriately, which would be more approximate to the real statement of wireless sensor networks.REFERENCES1 R. Albert, H. Jeong and A.-L. Barabasi. Error and attack tolerance of complex networks. Nature, 2000; 406: 378-382.2 Albert R, Baraba

45、si A. Statistical mechanics of complex networks. Rev Mod Phys 2002; 74: 4797.3 Zhu HL, Luo H. Complex networks-based energy-efficient evolution model for wireless sensor networks. Chaos, Solitons and Fractals; 2008: 1-4.4 Chen LJ, Mao YC. Topology Control of Wireless Sensor Networks Under an Average

46、 Degree Constraint. Chinese Journal of computers 2007; 30: 1-4.5 Lei M, Li DS. Research on Self-Organization Reliability of Wireless Sensor Network . Complex system and complexity science ; 2005, 2: 1-4.6 Chen LJ, Chen DX. Evolution of wireless sensor network . WCNC 2007; 556: 30037.7 Peng J, Li Z.

47、An Improved Evolution Model of Scale-Free Network . Computer application. 2008 , 2; 1: 1-4.基于无范围网络理论的无线传感器网络模型设计张戌源通信工程部通信及信息工程学院上海,中国摘要无线传感器网络的研究的关键问题是是平衡整个网络中的能源成本并且为了延长整个传感器网络的生存时间要增强鲁棒性。作为一个特殊的复杂网络特别是由于环境的限制,传感器网络很不同于传统的复杂的网络,例如Internet网络,生态网络,社交网络等。这就有必要来介绍一种通过复杂网络理论与分析方法如何研究无线传感器网络的方式,其中的关键在于能

48、够作出一个成功的建模,它能够使复杂网络理论与分析方法更适合无线传感器网络的应用,以达到根据某些特定无线传感器网络的特点进行优化。基于传统的无尺度的网络生成规则,本文对改进后的模型增加了一些限制。仿真结果表明,在本文中进行的改进,使整个网络对随机故障有一个更好的鲁棒性并且能源成本更平衡与合理。这种基于复杂网络理论的改进模型证明更适用于无线传感器网络的研究。关键词:无线传感器网络,复杂网络,无尺度网络引言近年来,由于无线传感器网络的优点,吸引了越来越多的相关研究人员。传感器节点通常是低功率与非可再充电的。如果某些节点的能量消耗完,原来网络的完整性将被破坏并且其他进行数据传输的节点,会有更多的业务负担。传感器网络的研究的关键问题是是平衡所有的传感器节点能源消耗与把传感器节点随机错误影响或者是对整个网络的传感器节点随机攻击降到最低。复杂网络理论,自从Barabasi与Albert在1998年提出已经有一段时间了,但应用于无线传感器网络的复杂网络理论与分析方法研究严重稀缺并且开发进展缓慢。作为一个尤其是环境的限制特殊的复杂的网络,传感器网络是远远不同于传统的复杂网络并且现有的复杂网络理论与分析法不能直接应用到分析传感器网络上。基于无标度网络理论(BA模型2,(1本文中当部署在生成规则时添加到每个传感器节点随机损伤机制(2考虑到无线传感器网