Simulation of mobile fading channel by using deterministic method
Due to the multipath propagation environment, the received signal suffers multipath fading. The amplitude and phase of received signal is subjected to abrupt changes. But in theory, these changes conform to certain principle. That is, the amplitude of received signal changes according to a specific...
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sg-ntu-dr.10356-132362023-07-04T15:50:43Z Simulation of mobile fading channel by using deterministic method Wang, Xiao. Dubey, Vimal Kishore School of Electrical and Electronic Engineering DRNTU::Engineering::Computer science and engineering::Computer systems organization::Computer-communication networks Due to the multipath propagation environment, the received signal suffers multipath fading. The amplitude and phase of received signal is subjected to abrupt changes. But in theory, these changes conform to certain principle. That is, the amplitude of received signal changes according to a specific probability distribution function, and so does phase. In frequency nonselective channel, we use a complex-valued stochastic process to represent the changes of amplitude and phase for received signal. The amplitude and phase of complex-valued stochastic process are also two stochastic processes, which are denoted as a(t) and 6(t). Thus, for received signal, the amplitude is product of transmitted signal's amplitude and a(t), and phase is the sum of the phase of transmitted signal and 6(t). So how to characterize the stochastic processes a(t) and 6(t) is important for us to study the frequency nonselective channel. Master of Engineering 2008-10-20T07:20:49Z 2008-10-20T07:20:49Z 1999 1999 Thesis http://hdl.handle.net/10356/13236 en 135 p. application/pdf |
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DRNTU::Engineering::Computer science and engineering::Computer systems organization::Computer-communication networks Wang, Xiao. Simulation of mobile fading channel by using deterministic method |
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Due to the multipath propagation environment, the received signal suffers multipath fading. The amplitude and phase of received signal is subjected to abrupt changes. But in theory, these changes conform to certain principle. That is, the amplitude of received signal changes according to a specific probability distribution function, and so does phase. In frequency nonselective channel, we use a complex-valued stochastic process to represent the changes of amplitude and phase for received signal. The amplitude and phase of complex-valued stochastic process are also two stochastic processes, which are denoted as a(t) and 6(t). Thus, for received signal, the amplitude is product of transmitted signal's amplitude and a(t), and phase is the sum of the phase of transmitted signal and 6(t). So how to characterize the stochastic processes a(t) and 6(t) is important for us to study the frequency nonselective channel. |
author2 |
Dubey, Vimal Kishore |
author_facet |
Dubey, Vimal Kishore Wang, Xiao. |
format |
Theses and Dissertations |
author |
Wang, Xiao. |
author_sort |
Wang, Xiao. |
title |
Simulation of mobile fading channel by using deterministic method |
title_short |
Simulation of mobile fading channel by using deterministic method |
title_full |
Simulation of mobile fading channel by using deterministic method |
title_fullStr |
Simulation of mobile fading channel by using deterministic method |
title_full_unstemmed |
Simulation of mobile fading channel by using deterministic method |
title_sort |
simulation of mobile fading channel by using deterministic method |
publishDate |
2008 |
url |
http://hdl.handle.net/10356/13236 |
_version_ |
1772827631565144064 |