In this paper, the ocean acoustic channel is considered as a time-variant channel. In order to analyse the conjoint time-shift - frequency-delay distribution or the fading and spread statistical characteristics of the...In this paper, the ocean acoustic channel is considered as a time-variant channel. In order to analyse the conjoint time-shift - frequency-delay distribution or the fading and spread statistical characteristics of the channel. The TDWVS (Two Dimensional Wigner-Ville Spectrum) of the time - variant channel is defined. The relation between the WVS (Wigner-Ville Spectrum) of the input and the output of the channel is discussed and some examples for the specific channel are shown. Finally, the applications on the detection of signals in noise using the WVS and TDWVS are given and the advantage is obvious, when the detected signal is linear frequency-modulation signal.展开更多
文摘In this paper, the ocean acoustic channel is considered as a time-variant channel. In order to analyse the conjoint time-shift - frequency-delay distribution or the fading and spread statistical characteristics of the channel. The TDWVS (Two Dimensional Wigner-Ville Spectrum) of the time - variant channel is defined. The relation between the WVS (Wigner-Ville Spectrum) of the input and the output of the channel is discussed and some examples for the specific channel are shown. Finally, the applications on the detection of signals in noise using the WVS and TDWVS are given and the advantage is obvious, when the detected signal is linear frequency-modulation signal.
