SIGNAL DESIGN IN HIGH PRF PULSED-DOPPLER RADAR USING ROBUST CHINESE REMAINDER THEOREM

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ABBASI ARAND B.; ASKARI M.

مرکز اطلاعات علمی Scientific Information Database (SID) - Trusted Source for Research and Academic Resources

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Paper Information

Journal: JOURNAL OF RADAR Year:2014 | Volume:2 | Issue:2 (SERIAL NO. 4) Page(s): 29-38

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Information Journal Paper

Title

SIGNAL DESIGN IN HIGH PRF PULSED-DOPPLER RADAR USING ROBUST CHINESE REMAINDER THEOREM

Author(s)

ABBASI ARAND B. | ASKARI M. | Issue Writer Certificate

Keywords

HIGH PRF PULSED-DOPPLER RADARQ2

ECLIPSING LOSSQ2

CHINESE REMAINDER THEOREMQ2

Abstract

Because of having good performance in cancelling the clutter echoes, pulsed-doppler radar is the best solution to some applications. In this paper a new algorithm is developed for signal design and signal processing in high PRF radar. The robust CHINESE REMAINDER THEOREM is the basis for estimating the unambiguous ranges in the proposed algorithm. Two HIGH PRF PULSED-DOPPLER RADARs are designed to analyze performance of the proposed algorithm. By using mathematical calculation and simulation study, it is shown that it is possible to estimate the unambiguous range in the long range high PRF radars. In this paper, the ECLIPSING LOSS, which is the inherent problem in HIGH PRF PULSED-DOPPLER RADARs, is investigated in more details. Also a method is suggested to overcome the difficulty that the ECLIPSING LOSS causes.

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APA: Copy

ABBASI ARAND, B., & ASKARI, M.. (2014). SIGNAL DESIGN IN HIGH PRF PULSED-DOPPLER RADAR USING ROBUST CHINESE REMAINDER THEOREM. JOURNAL OF RADAR, 2(2 (SERIAL NO. 4)), 29-38. SID. https://sid.ir/paper/244214/en

Vancouver: Copy

ABBASI ARAND B., ASKARI M.. SIGNAL DESIGN IN HIGH PRF PULSED-DOPPLER RADAR USING ROBUST CHINESE REMAINDER THEOREM. JOURNAL OF RADAR[Internet]. 2014;2(2 (SERIAL NO. 4)):29-38. Available from: https://sid.ir/paper/244214/en

IEEE: Copy

B. ABBASI ARAND, and M. ASKARI, “SIGNAL DESIGN IN HIGH PRF PULSED-DOPPLER RADAR USING ROBUST CHINESE REMAINDER THEOREM,” JOURNAL OF RADAR, vol. 2, no. 2 (SERIAL NO. 4), pp. 29–38, 2014, [Online]. Available: https://sid.ir/paper/244214/en

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