Masterarbeit, 2011
49 Seiten, Note: Merit
1. Introduction
1.1 History of GSM
1.2 Overview of GSM handover
1.2.1 Between calls
1.2.2 During a call
1.3 The connection establishment in WLAN and the scanning concept
1.3.1 Discovery
1.3.2 Authentication
1.3.3 Association, Disassociation and Re-association
1.3.4 Confidentiality
1.3.5 The AP discovery and association
1.3.5.1 Passive scanning
1.3.5.2 Active scanning
2. Literature review
2.1 Definition of the handover process
2.2 Types of handover technique
2.3 Reasons of handover failure
2.4 The differences between hard, soft and softer handoffs
2.5 SYNC handovers and asynchronous handover
2.6 Emergency handovers
2.7 Vertical and horizontal handover
2.8 “Multilayer Handover” Strategy, “Ping pong effect” and “take-back”
2.9 Handover decisions in GSM
2.10 GSM handover solutions
2.11 Mathematical calculations and modulations
3. The focus- calculate the optimal timing and distance for GSM vertical handover
3.1 Time Before Vertical Handover (TBVH)
3.1.1 Time Before Vertical Handover (for outdoor environments)
3.1.2 Time Before Vertical Handover (for indoor environments) - Mobile node movement from a normal BS to BBS
4. The Simulation and Result for the TBVH
4.1 Why Matlab program
4.2 Modulation
4.3 Decision algorithm
5. Conclusion and Future work
The primary objective of this dissertation is to investigate and resolve the challenges associated with signal interference and connection stability during handovers in GSM systems. The study focuses on calculating the optimal timing and distance for vertical handover (VHO) between different access networks to ensure a seamless and secure connection for mobile users.
3.1.1 Time Before Vertical Handover (for outdoor environments)
This scenario is concerned with the mobile node in an outdoor setting but under the WLAN coverage, moving in the direction of the BS boundary with a velocity v as the following figure shows: The considered networks are UMTS (or GSM) and WLAN where any other networks can be used. Here, a circular coverage cell has been suggested with a radius R instead of the hexogen cell. The above figure shows the inner dotted circle with a radius r; both represent the handover threshold when the mobile node is expected to have a vertical handover. Moreover, x is the angle made by the MN when moving towards the BBS. D is the distance between the MN and the BBS. Z is the point on the threshold circle when the MN expects to have a vertical handover. Applying Pythagoras theorem, the following equation will be used to calculate z.
1. Introduction: Provides a foundational overview of GSM technology, the necessity of handover for maintaining mobile connectivity, and an introduction to connection establishment concepts in WLANs.
2. Literature review: Examines existing research regarding handover definitions, techniques (hard, soft, softer), reasons for failure, and provides a comparative analysis of horizontal and vertical handovers.
3. The focus- calculate the optimal timing and distance for GSM vertical handover: Focuses on the mathematical derivation of optimal timing and distance for vertical handovers, specifically modeling indoor and outdoor movement scenarios.
4. The Simulation and Result for the TBVH: Details the Matlab-based implementation of the proposed TBVH model, providing simulation results, flow charts, and a decision algorithm for vertical handover.
5. Conclusion and Future work: Summarizes the study’s findings regarding handover optimization and suggests future research directions, including the use of C++ and MySQL for enhanced security and complexity.
GSM, Handover, Handoff, Vertical Handover, VHO, Wireless Networks, Signal Interference, Matlab, TBVH, Time Before Vertical Handover, Connection Establishment, WLAN, QoS, Mobile Node, Simulation
The research primarily investigates the signal interference problems in GSM systems during handovers and proposes a mathematical model to calculate the optimal time and distance for vertical handovers (VHO).
Key themes include the comparative analysis of handover types (horizontal vs. vertical), the mathematical modeling of "Time Before Vertical Handover" (TBVH), and the implementation of simulation software to validate handover decision algorithms.
The goal is to provide GSM users with a more reliable and secure signal connection by minimizing handover failures through precise timing and distance calculations.
The researcher uses mathematical modeling based on Pythagoras' theorem to derive TBVH equations and validates these findings through numerical simulations in the Matlab environment.
The main body covers the literature review of handover techniques, the detailed mathematical derivation for outdoor and indoor scenarios, and the creation of Matlab pseudo-code for predictive handover algorithms.
Significant keywords include GSM, Handover, Vertical Handover (VHO), Matlab, Signal Interference, and TBVH.
The dissertation derives distinct equations for both environments, accounting for factors like topological constraints in indoor settings and circular coverage thresholds in outdoor settings.
Matlab is used to perform high-speed numerical calculations, visualize the relationship between distance and handover timing, and test the proposed decision algorithms.
It describes an undesirable scenario where a mobile node performs multiple unnecessary handovers between base stations due to signal fluctuations, which the study seeks to mitigate.
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