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通过低成本数字技术实现 QCM-D 系统中共振频率的精确测量策略。

Strategies for the Accurate Measurement of the Resonance Frequency in QCM-D Systems via Low-Cost Digital Techniques.

机构信息

Department of Information Engineering and Mathematics, University of Siena, 53100 Siena, Italy.

出版信息

Sensors (Basel). 2022 Jul 31;22(15):5728. doi: 10.3390/s22155728.

DOI:10.3390/s22155728
PMID:35957285
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC9371052/
Abstract

In this paper, an FPGA (Field Programmable Gate Array)-based digital architecture for the measurement of quartz crystal microbalance (QCM) oscillating frequency of transient responses, i.e., in QCM-D (QCM and Dissipation) applications, is presented. The measurement system is conceived for operations in liquid, with short QCM transient responses due to the large mechanical load. The proposed solution allows for avoiding the complex processing systems typically required by the QCM-D techniques and grants frequency resolutions better than 1 ppm. The core of the architecture is a reciprocal digital frequency meter, combined with the preprocessing of the QCM signal through mixing operations, such as a step-down of the input frequency and reducing the measurement error. The measurement error is further reduced through averaging. Different strategies are proposed to implement the proposed measurement solution, comprising an all-digital circuit and mixed analog/digital ones. The performance of the proposed architectures is theoretically derived, compared, and analyzed by means of experimental data obtained considering 10 MHz QCMs and 200 μs long transient responses. A frequency resolution of about 240 ppb, which corresponds to a Sauerbrey mass resolution of 8 ng/cm, is obtained for the all-digital solution, whereas for the mixed solution the resolution halves to 120 ppb, with a measurement time of about one second over 100 repetitions.

摘要

本文提出了一种基于现场可编程门阵列(FPGA)的数字架构,用于测量石英晶体微天平(QCM)瞬态响应的振荡频率,即在 QCM-D(QCM 和耗散)应用中。该测量系统旨在用于液体操作,由于机械负载较大,QCM 瞬态响应时间较短。所提出的解决方案避免了 QCM-D 技术通常需要的复杂处理系统,并保证了优于 1ppm 的频率分辨率。该架构的核心是一个倒数数字频率计,通过混频操作(如输入频率下降和减少测量误差)对 QCM 信号进行预处理。通过平均进一步降低测量误差。提出了不同的策略来实现所提出的测量解决方案,包括全数字电路和混合模拟/数字电路。通过考虑 10MHz 的 QCM 和 200μs 长的瞬态响应获得的实验数据,对所提出的架构进行了理论推导、比较和分析。对于全数字解决方案,获得了约 240ppb 的频率分辨率,相当于 8ng/cm 的 Sauerbrey 质量分辨率,而对于混合解决方案,分辨率减半至 120ppb,在 100 次重复测量中测量时间约为 1 秒。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/bfaa/9371052/18c2863db925/sensors-22-05728-g011.jpg
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