Deep-Learning-Assisted Optimization of Pseudorandom Time-Modulated Arrays for Signal Transmission Under Nonlinear Distortion Constraints

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Authors: Haotian Li, Yikai CHEN, Xiaochi Lu, Shiwen Yang
Cited by: 1
References: 32

Abstract

A time-modulated antenna array (TMA) employing pseudorandom modulation schemes distributes the radiation power over a continuous spectrum. This feature facilitates robust suppression of sideband radiations; however, it inevitably introduces nonlinear distortions for signal transmission. In this paper, a novel deep-learning-assisted approach is proposed for the optimal design of pseudorandom TMAs (PS-TMAs) under signal nonlinear distortion constraints. A surrogate model is developed based on the deep neural network to predict the error vector magnitudes (EVMs) under various PS-TMA design parameters. By integrating the deep-learning surrogate model into the differential evolution optimization framework, the proposed approach realizes real-time calculation of design parameters that satisfy specified EVM requirements. Consequently, the proposed framework significantly reduces the optimization time from a typical 1.21 hr in traditional optimization methods to 0.12 s by eliminating the need for time-consuming Monte Carlo simulations during the iterative optimization process. Moreover, it is found that nonlinear distortion could be further mitigated by introducing an additional distortion correction module at the receiving end, which provides an effective solution for application scenarios with stringent signal quality requirements. Numerical and measured results of a Ku-band PS-TMA prototype for orthogonal frequency-division multiplexing (OFDM) transmission clearly demonstrate the effectiveness of the proposed approach.

Fields of Study & Subjects

Machine Fault Diagnosis Techniques Antenna Design and Optimization Radar Systems and Signal Processing

Publication details

Journal / source
Chinese Journal of Electronics
Publisher
Institute of Electrical and Electronics Engineers (IEEE)
Volume
35
Issue
1
Pages
145–156
Publication date
1 January 2026