Concept Evaluation of a DDFS and RFDAC-Based FMCW Modulator

Soumya Krishnapuram Sireesh;Niels Christoffers;Christoph Wagner;Andreas Stelzer
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Abstract

This article describes a method of deriving and verifying hardware specification of a direct digital frequency synthesizer (DDFS) and radio frequency digital-to-analog converter (RFDAC)-based frequency-modulated continuous-wave (FMCW) modulator. The analysis of the concept is conducted by studying the digital nonlinearities, such as amplitude quantization noise, phase quantization noise, and frequency error in the ramp, and analog nonlinearities, such as IQ quadrature error and counter inter modulation-3 (CIM3) of the RFDAC. The impact of the nonlinearities on the detectability of target in the intermediate frequency (IF) spectrum is evaluated with the MATLAB model of the frequency modulator. The outcome of the concept evaluation predicts the low-level hardware specifications needed for the design such as amplitude quantization, phase quantization, expected noise level, spur positions in the target IF spectrum, and frequency error in the ramp. The RFDAC-based FMCW modulator is manufactured in 28-nm technology with the derived parameters and the time-domain data of a frequency ramp from 5 to 9-GHz in 100 $\mu $ s is sampled during measurement. The data are postprocessed to confirm the predictions made by the simulation model and to characterize ramp linearity, dynamic phase noise (DPN), and settling time of the ramp. The frequency error for a 4-GHz ramp in 100- $\mu $ s duration is ±100kHz, and the settling time in the postprocessed result is in the 20-ns range.
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基于 DDFS 和 RFDAC 的 FMCW 调制器概念评估
本文介绍了一种推导和验证基于直接数字频率合成器(DDFS)和射频数模转换器(RFDAC)的频率调制连续波(FMCW)调制器硬件规格的方法。通过研究数字非线性因素(如幅度量化噪声、相位量化噪声和斜坡中的频率误差)和模拟非线性因素(如 RFDAC 的 IQ 正交误差和计数器间调制-3 (CIM3)),对这一概念进行了分析。利用频率调制器的 MATLAB 模型评估了非线性因素对中频 (IF) 频谱中目标可探测性的影响。概念评估结果预测了设计所需的低级硬件规格,如幅度量化、相位量化、预期噪声水平、目标中频频谱中的杂散位置以及斜坡中的频率误差。基于 RFDAC 的 FMCW 调制器是用 28 纳米技术制造的,采用了推导出的参数,并在测量过程中采样了 100 美元/毫秒内从 5 GHz 到 9 GHz 频率斜坡的时域数据。对数据进行后处理,以确认仿真模型的预测结果,并确定斜坡线性度、动态相位噪声 (DPN) 和斜坡稳定时间。持续时间为 100- $\mu $ s 的 4 GHz 斜坡的频率误差为 ±100kHz,后处理结果中的沉降时间在 20-ns 范围内。
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