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Titlebook: Basic Simulation Models of Phase Tracking Devices Using MATLAB; William Tranter,Tamal Bose,Ratchaneekorn Thamvicha Book 2010 Springer Natu

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期刊全稱Basic Simulation Models of Phase Tracking Devices Using MATLAB
影響因子2023William Tranter,Tamal Bose,Ratchaneekorn Thamvicha
視頻videohttp://file.papertrans.cn/182/181157/181157.mp4
學(xué)科分類Synthesis Lectures on Communications
圖書封面Titlebook: Basic Simulation Models of Phase Tracking Devices Using MATLAB;  William Tranter,Tamal Bose,Ratchaneekorn Thamvicha Book 2010 Springer Natu
影響因子The Phase-Locked Loop (PLL), and many of the devices used for frequency and phase tracking, carrier and symbol synchronization, demodulation, and frequency synthesis, are fundamental building blocks in today‘s complex communications systems. It is therefore essential for both students and practicing communications engineers interested in the design and implementation of modern communication systems to understand and have insight into the behavior of these important and ubiquitous devices. Since the PLL behaves as a nonlinear device (at least during acquisition), computer simulation can be used to great advantage in gaining insight into the behavior of the PLL and the devices derived from the PLL. The purpose of this Synthesis Lecture is to provide basic theoretical analyses of the PLL and devices derived from the PLL and simulation models suitable for supplementing undergraduate and graduate courses in communications. The Synthesis Lecture is also suitable for self study by practicing engineers. A significant component of this book is a set of basic MATLAB-based simulations that illustrate the operating characteristics of PLL-based devices and enable the reader to investigate the i
Pindex Book 2010
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Introduction to Other Numerical Methods,s for demodulation and tracking that are derived from the basic PLL. These include the Costas PLL, the QPSK tracking loop, and the N-phase tracking loop. MATLAB simulations based on these models are then developed as described in Chapter 4 and 5.
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Springer Series in Computational Mathematics analyzed. The discussion of nonlinear analysis is limited to the first-order PLL with additive noise. We also briefly talk about the effect of phase noise. The MATLAB simulation for the first-order PLL with additive noise is given in the last section.
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Simulation Models,ation code can be found at . and the contents are listed in Appendix D. In the following sections, the signals present at each node in the system .). are identical to the corresponding variable names in the MATLAB simulation codes.
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