Turbo decoding system using NTH root metrics for non-Gaussian communication channels
AssigneeThe Aerospace Corporation
InventorsCharles Chiming Wang, Dean Jeffrey Sklar
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AssigneeThe Aerospace Corporation
InventorsCharles Chiming Wang, Dean Jeffrey Sklar
Estimating the term…
An nth root transformation is used for generating near Gaussian metrics from non-Gaussian metrics for input into a conventional turbo decoder that is based on the assumption that the input sequence to the decoder has a Gaussian distribution. The nth root transformation transforms channel non-Gaussian statistics to near Gaussian statistics for use with conventional turbo decoding for improved noncoherent communications over a non-Gaussian channel, such as a fading channel. For a differential coherent PSK waveform, where the channel statistics of a demodulator are non-Gaussian, for example, in the presence of fading, the nth root transformation is used to transform the non-Gaussian statistics to near Gaussian statistics for generating near Gaussian metrics, for improved PSK communications.
A turbo decoding communication system for communicating a data signal over a communication channel, the system comprising,
A turbo decoding communication system for communicating a data signal using phase shift keying (PSK) signaling over a non-Gaussian communication channel, the system comprising,
A turbo decoding communication system for communicating a data signal using differential coherent phase shift keying (DPSK) signaling over a non-Gaussian communication channel, the system comprising,
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