최근에 UWAC에 대한 연구가 많은 연구자와 학자들에 의해 연구되고 있다. DS-CDMA, OFDM, MIMO, 변조와 오류 보정 기법, 기타 기법들이 UWAC에서 고속으로 전송하기 위한 방법으로 사용할 수 있다. 본 논문에서는 배경이 없는 영역에서 도착시간을 추정하기 위한 이론을 검토하고 시간 차이를 계산한다, 또한 도착 시간 추정에 대한 기초적인 실험 결과를 제시한다.
최근에 UWAC에 대한 연구가 많은 연구자와 학자들에 의해 연구되고 있다. DS-CDMA, OFDM, MIMO, 변조와 오류 보정 기법, 기타 기법들이 UWAC에서 고속으로 전송하기 위한 방법으로 사용할 수 있다. 본 논문에서는 배경이 없는 영역에서 도착시간을 추정하기 위한 이론을 검토하고 시간 차이를 계산한다, 또한 도착 시간 추정에 대한 기초적인 실험 결과를 제시한다.
Recently, UWAC (underwater acoustic communication) has been studied by many scholars and researchers. DS-CDMA, OFDM (orthogonal-frequency division multiplexing), and MIMO (multi-input multi-output), modulation and error correction, and others techniques that can transmit high-speed data are used in ...
Recently, UWAC (underwater acoustic communication) has been studied by many scholars and researchers. DS-CDMA, OFDM (orthogonal-frequency division multiplexing), and MIMO (multi-input multi-output), modulation and error correction, and others techniques that can transmit high-speed data are used in UWAC. In this paper, we first briefly present the theoretical background of estimating the arrival time of the first non-background segment in both signals and calculate the temporal difference. We also present the initial experimental result of estimating the arrival time.
Recently, UWAC (underwater acoustic communication) has been studied by many scholars and researchers. DS-CDMA, OFDM (orthogonal-frequency division multiplexing), and MIMO (multi-input multi-output), modulation and error correction, and others techniques that can transmit high-speed data are used in UWAC. In this paper, we first briefly present the theoretical background of estimating the arrival time of the first non-background segment in both signals and calculate the temporal difference. We also present the initial experimental result of estimating the arrival time.
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문제 정의
Moreover, the bandwidth of the frequency is small where the lower part shows the calculated instantaneous frequency and the upper part shows the original signal where the detected position is plotted in red color). Therefore, the basic idea is to find the first local minimum that satisfies those conditions. A point y(n)/(2 ≤ n ≤ N-1) is called local minimum if y(n) < y(n-1) and y(n) < y(n+1).
제안 방법
In this paper, we consider the theoretical background of estimating the arrival time of the first non-background segment in both signals and calculate the temporal difference in underwater environments. We also presented the initial experimental result of estimating the arrival time.
In this paper, we first briefly present the theoretical background of estimating the arrival time of the first non-background segment in both signals and calculate the temporal difference. We also present the initial experimental result of estimating the arrival time.
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