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AF AND DF RELAYING SCHEMES IN COOPERATIVE ML IDMA COMMUNICATION

Published In: INTERNATIONAL CONFERENCE ON ADVANCES IN ELECTRONICS AND ELECTRICAL TECHNOLOGY
Author(s): BASMA A. MAHMOUD , ESAM A. A. HAGRAS , MOHAMED A. ABOUL-DHAB

Abstract: In this paper, we consider the bit error rate performance analysis of a cooperative relay communication system on Multi-Layer Interleave Division Multiple Access (ML-IDMA) using Maximal-Ratio-Combining technique; we examine the effect of layers number on the performance and derive the average bit error probability of the Amplify-and-Forward (AF) and Decode-and-Forward (DF) relay schemes by using the closed-form relay link Signal-to-Noise Ratio and compare between these relaying protocols. Based on the analysis, and simulation results, it is shown that although degradation in the performance is observed in both relay schemes when increasing number of layers but on the other hand we saved in the band width. Slightly performance enhancing is obtained when using DF compared to AF relaying protocol.

  • Publication Date: 05-Jan-2014
  • DOI: 10.15224/978-981-07-8859-9-55
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THE NEW APPROACH OF DESIGN ROBUST STABILITY FOR LINEAR CONTROL SYSTEM

Published In: INTERNATIONAL CONFERENCE ON ADVANCES IN ELECTRONICS AND ELECTRICAL TECHNOLOGY
Author(s): BEISENBI MAMYRBEK , USKENBAYEVA GULZHAN

Abstract: We propose an approach to design of robust stability of dynamic control systems with one input and one output signals. Design of robust stability of control system is based upon construction A.M. Lyapunov’s function. The system states the method of construction of A.M. Lyapunov’s function on the basis of geometric interpretation of Lyapunov theorems concerning asymptotic stability and concepts of dynamic systems stability. It is supposed that undisturbed motion of system corresponds to origin of coordinates, and equations of state are comprised as regard to perturbances, i.e. in deviations of perturbational motion. Hence, equations of state evaluate the rate of change of perturbance (disturbance) vector and in stable system is directed to origin of coordinates. Gradient vector from Lyapunov required function is directed to the side opposite. Construction of Lyapunov vector function and development of robust stability of dynamic control system with undetermined parameters is based on co

  • Publication Date: 05-Jan-2014
  • DOI: 10.15224/978-981-07-8859-9-56
  • Views: 0
  • Downloads: 0