MODELING AND FREQUENCY ESTIMATION OF FLIGHT CYCLE SIGNALS IN COMPLEX ENVIRONMENTS BASED ON THE FAST FOURIER TRANSFORM

Airplanes have now become an important travel tool, and airspeed is the key data to be observed in the process of aircraft flight, therefore, in order to reduce the probability of aircraft stalls and other accidents due to abnormal airspeed data, it is of great significance to accurately measure the airspeed. This study focuses on the frequency estimation of the received signal in flight cycle, combines with the signal processing requirements of laser speed measurement system, constructs a variety of mathematical models and designs the corresponding solution algorithms, and systematically explores the noise characteristics, frequency estimation and intermittent signal processing and other key issues. In this paper, the fast Fourier transform (FFT) algorithm and descriptive statistical analysis of z(t) noise type belongs to Gaussian white noise. The reasonableness and estimation accuracy of the main frequency are verified by comparing the filtered signal with the fitted non-noise signal. This study proposes a frequency estimation method that combines Fast Fourier Transform (FFT) with descriptive statistical analysis. The method effectively suppresses environmental noise interference using an adaptive threshold adjustment based on the Constant False Alarm Rate (CFAR) algorithm. A band-pass filter is employed to eliminate noise, and residual analysis is used to validate the accuracy of frequency estimation. Additionally, an innovative signal reconstruction method under intermittent sampling is proposed, providing theoretical support for frequency estimation and signal processing in complex environments.

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Publication Details

Journal
Journal of Computer Science and Electrical Engineering
Published
2025-03-24
DOI
https://doi.org/10.61784/jcsee3043
Primary Topic
Aerospace and Aviation Technology
Type
article
Field-Weighted Citation Impact
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article

MODELING AND FREQUENCY ESTIMATION OF FLIGHT CYCLE SIGNALS IN COMPLEX ENVIRONMENTS BASED ON THE FAST FOURIER TRANSFORM

Journal of Computer Science and Electrical Engineering
Aerospace and Aviation Technology
article

MODELING AND FREQUENCY ESTIMATION OF FLIGHT CYCLE SIGNALS IN COMPLEX ENVIRONMENTS BASED ON THE FAST FOURIER TRANSFORM

article en

Abstract

Airplanes have now become an important travel tool, and airspeed is the key data to be observed in the process of aircraft flight, therefore, in order to reduce the probability of aircraft stalls and other accidents due to abnormal airspeed data, it is of great significance to accurately measure the airspeed. This study focuses on the frequency estimation of the received signal in flight cycle, combines with the signal processing requirements of laser speed measurement system, constructs a variety of mathematical models and designs the corresponding solution algorithms, and systematically explores the noise characteristics, frequency estimation and intermittent signal processing and other key issues. In this paper, the fast Fourier transform (FFT) algorithm and descriptive statistical analysis of z(t) noise type belongs to Gaussian white noise. The reasonableness and estimation accuracy of the main frequency are verified by comparing the filtered signal with the fitted non-noise signal. This study proposes a frequency estimation method that combines Fast Fourier Transform (FFT) with descriptive statistical analysis. The method effectively suppresses environmental noise interference using an adaptive threshold adjustment based on the Constant False Alarm Rate (CFAR) algorithm. A band-pass filter is employed to eliminate noise, and residual analysis is used to validate the accuracy of frequency estimation. Additionally, an innovative signal reconstruction method under intermittent sampling is proposed, providing theoretical support for frequency estimation and signal processing in complex environments.

Journal of Computer Science and Electrical EngineeringVol. 7(2)
Jiamusi University (CN)
Openalex Percentile: Top 93%
Aerospace and Aviation Technology
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