基于代价函数的动态分布式解析映射机制

doi:10.3969/j.issn.1000-436x.2014.10.017

Abstract

Abstract:

For supporting efficient host mobility and mapping identifiers onto locators,a distributed dynamic mobility mapping scheme based on cost function was proposed.In the scheme,depending on the mobility pattern and communication feature,the communication of mobile node is divided into three communication models,namely,moving update model,balanced transmission model and resolving query model.In order to minimize the total resolving cost,three mapping approach are proposed based on distributed multicast,consistent hash functions and proactive sharing respectively in the mobile domain.For each mapping approach,corresponding registration update,resolution query and packet delivery strategies are designed.Simulation results show that the scheme can achieve the minimum resolving cost,and can have low resolve latency and good adaptability for network topology dynamic changing.

Key words: mapping system, identifier/locator separation, mobility, distributed

Guo-dong GE,Yun-fei GUO,Ju-long LAN,Cai-xia LIU. Distributed dynamic mapping scheme based on cost function[J]. Journal on Communications, 2014, 35(10): 145-154.

Figures/Tables 13

References 24

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MMR		DDM-CF		PMIPv6	LISP-DMC	PMIP-HD	BTM?MUM		RQM?BTM
MMR	MUM	BTM	RQM	PMIPv6	LISP-DMC	PMIP-HD	C _extra	C _save	C _extra	C _save
0.01	233	3 908	23 520	65 040	231	3 840	3 870	193	#	#
0.1	2 322	4 527	23 520	72 200	2 307	4 400	3 870	1 935	#	#
0.21	4 644	4 639	23 520	81 200	4 650	4 800	3 870	3 876	19 350	813
1	23 220	7 740	23 520	113 900	20 000	7 500	#	#	19 350	3 870
5.08	117 957	23 529	23 520	165 000	100 000	24 500	#	#	19 350	19 388
10	232 200	42 570	23 520	186 000	220 000	44 000	#	#	19 350	38 700
100	2 322 000	390 870	23 520	597 000	1 135 000	350 000	#	#	19 350	387 000

MMR		DDM-CF		PMIPv6	LISP-DMC	PMIP-HD	BTM?MUM		RQM?BTM
MMR	MUM	BTM	RQM	PMIPv6	LISP-DMC	PMIP-HD	C _extra	C _save	C _extra	C _save
0.01	58 050	547 218	5 805 000	947 218	57 939	547 218	501 800	41 282	#	#
0.1	58 050	59 598	580 500	401 250	57 939	86 765	50 180	41 282	#	#
0.12	58 050	58 038	483 750	375 600	57 939	59 050	41 231	41 282	277 239	5 418
1	58 050	10 836	58 050	89 000	57 939	12 036	#	#	33 282	5 418
9.30	58 050	6 106	6 112	64 000	57 939	6 076	#	#	5 411	5 418
10	58 050	5 959	5 805	59 636	57 939	5 944	#	#	3 328	5 418
100	58 050	5 418	580	40 000	57 939	5 472	#	#	332	5 418

Distributed dynamic mapping scheme based on cost function

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