Cheng Liu, Jiaqing Zhao, Yang Zhang, Zhennan Xi, Jiawei Deng, Xiangdong Luo
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引用次数: 0
摘要
为了解决时间交错模数转换器(TIADC)系统中的时序偏移失配问题,本文提出了一种基于反向传播(BP)神经网络的时序偏移失配校准方法,该方法通过自适应遗传算法(AGA)进行了优化。本文使用训练有素的 BP 神经网络来检测 TIADC 系统中的时序偏斜失配,并使用可变延迟线对其进行校准。本文使用 AGA 对 BP 神经网络进行优化,加快了其训练速度,提高了系统中时序偏移失配的检测精度。与其他方法相比,本文提出的方法具有更高的检测速度和精度。本文仿真了一个 18 位 1GS/S 4 通道 TIADC 系统,并修正了系统中的时序偏移失配问题。仿真结果表明,所提出的校准方法具有检测速度快、检测精度高、校准准确的特点。完成时序偏移失配校正后,TIADC 系统的性能显著提高。系统的有效位数(ENOB)增加了 9.5 位,无杂散动态范围(SFDR)增加了 59.9 dB。
Calibration on timing skew mismatch of time‐interleaved ADC based on optimized adaptive genetic algorithm back‐propagation neural network
Aiming to address the timing skew mismatch in the time‐interleaved analog‐to‐digital converter (TIADC) system, this paper presents a timing skew mismatch calibration method based on a back propagation (BP) neural network optimized by an adaptive genetic algorithm (AGA). In this paper, a trained BP neural network is used to detect the timing skew mismatch in the TIADC system, and the variable delay line is used to calibrate it. In this paper, AGA is used to optimize the BP neural network, accelerating its training speed and improving the detection accuracy of timing skew mismatch in the system. The proposed approach boasts superior detection speed and accuracy compared to other methods. In this paper, an 18‐bit 1GS/S 4‐channel TIADC system is simulated and the timing skew mismatch in the system is corrected. Simulation results show that the proposed calibration method has fast detection speed, high detection accuracy, and calibration accuracy. After completing the timing skew mismatch correction, the performance of the TIADC system is dramatically improved. The effective number of bits (ENOB) of the system increases by 9.5 bits, and the spurious‐free dynamic range (SFDR) increases by 59.9 dB.
期刊介绍:
The scope of the Journal comprises all aspects of the theory and design of analog and digital circuits together with the application of the ideas and techniques of circuit theory in other fields of science and engineering. Examples of the areas covered include: Fundamental Circuit Theory together with its mathematical and computational aspects; Circuit modeling of devices; Synthesis and design of filters and active circuits; Neural networks; Nonlinear and chaotic circuits; Signal processing and VLSI; Distributed, switched and digital circuits; Power electronics; Solid state devices. Contributions to CAD and simulation are welcome.