Abstract
In this paper, we describe a mobility model and analysis for zone-based registration in the CDMA mobile communication system. We first propose a simple and proper mobility function for single zone-based registration. We establish the circumstances of multiple zone-based registration, which is based on the mobility function of single zone-based registration, and perform computer simulations for the circumstances. Using the simulation results, we obtain the optimal number of zones, N, that minimizes signaling traffic on radio channels. Results show that, in most cases, N is 2. We also show that multiple zone-based registration has lower signaling traffic on radio channels than single zone-based registration, and zone‐based registration must be implemented as multiple zone‐based registration.
This is a preview of subscription content, log in via an institution to check access.
Similar content being viewed by others
Explore related subjects
Discover the latest articles, news and stories from top researchers in related subjects.References
A. Alan and B. Pritsker, Introduction to Simulation and SLAM II (Wiley, New York, 1986).
J.H. Baek, K.S. Cho and C.S. Sohn, Analysis of distance-based registration, in: Proc. of KICC'95 (1995) pp. 44–48.
J.H. Baek and C.H. Lie, Performance analysis of location registration methods: Zone-based registration and distance-based registration, Journal of the Korean Institute of Industrial Engineers 23(2) (1997) 385–401.
F.V. Baumann and I.G. Niemegeers, An evaluation of location management procedures, in: ICUPC'94 (1994) pp. 359–364.
K.S. Cho and C.S. Sohn, The relation between the number of registration and transaction, ETRI Technical Memo, TM95-7410-286 (1995).
G. Colombo et al., Mobility control load in future personal communication networks, in: ICUPC'93 (1993) pp. 113–117.
R.A. Guerin, Channel occupancy time distribution in a cellular radio system, IEEE Transactions on Vehicular Technology 35 (1987) 89–99.
S. Ito, Proposal for personal communication network architecture and location registration method, in: ICUPC'94 (1994) pp. 354–358.
H.S. Jang et al., Analysis of location registration capacity for PCS network: The method to minimize radio signaling traffic, in: Proc. of KICC'94 (1994) pp. 549–552.
K.S. Kim and K.R. Cho, Performance analysis of location schemes in CMS considering mobile power status, Journal of the Korean Institute of Communication Sciences 21 (1996) 2402–2414.
K.S. Kim et al., Analysis of power up and down registration in CDMA mobile system, in: ICUPC'95 (1995) pp. 329–333.
K.S. Kim et al., Location registration analysis in the CMS, in: Proc. of KICC'95 (1995) pp. 57–60.
T.S. Kim and D.K. Sung, The effects of handoffs on microcell-based PCN networks, in: Globecom '94 (1994) pp. 1316–1320.
I.W. Lee et al., Performance analysis of mobile exchange control network with computer simulation, IEICE Transactions on Communications E 80-B (1997) 307–316.
Y.B. Lin and A. Noerpel, Implicit deregistration in a PCS network, IEEE Transactions on Vehicular Technology 43 (1994) 1006–1010.
K.S. Meier-Hellstern and E. Alonso, The use of SS7 and GSM to support high density personal communications, in: ICC'92 (1992) pp. 1698–1702.
S. Okasaka et al., A new location updating method for digital cellular systems, in: VTC'91 (1991) pp. 345–350.
PS-BS compatibility requirements for 18 to 2.0 GHz CDMA personal communications systems, ANSI J-STD-008 (March 9, 1995).
H. Xie, S. Tabbane and D.J. Goodman, Dynamic location area management and performance analysis, in: VTC'93 (1993) pp. 536–539.
K.L. Yeung and T.P. Yum, A comparative study on location tracking strategies in cellular mobile radio systems, in: Globecom'95 (1995) pp. 22–28.
Author information
Authors and Affiliations
Rights and permissions
About this article
Cite this article
Baek, J., Ryu, B., Lim, S. et al. Mobility model and performance analysis for zone‐based registration in CDMA mobile communication system. Telecommunication Systems 14, 13–29 (2000). https://doi.org/10.1023/A:1019172913121
Issue Date:
DOI: https://doi.org/10.1023/A:1019172913121