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Digital Closed-Loop Driving Technique Using the PFD-Based CORDIC Algorithm for a Biaxial Resonant Microaccelerometer

机译:数字闭环驱动技术,采用基于PFD的CORDIC算法进行双轴谐振微区

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摘要

A digital closed-loop driving technique is presented in this paper that uses the PFD- (phase frequency detector-) based CORDIC (coordinate rotation digital computer) algorithm for a biaxial resonant microaccelerometer. A conventional digital closed-loop self-oscillation system based on the CORDIC algorithm is implemented and simulated using Simulink software to verify the system performance. The system performance simulations reveal that the incompatibility between the sampling frequency and effective bits of AD and DA convertors limits further performance improvements. Therefore, digital, closed-loop self-oscillation using the PFD-based CORDIC algorithm is designed to further optimize the system performance. The system experimental results illustrate that the optimized system using the PFD-based CORDIC improves the bias stability of the resonant microaccelerometer by more than 5.320 times compared to the conventional system. This demonstrates that the optimized digital closed-loop driving technique using the PFD-based CORDIC for the biaxial resonant microaccelerometer is effective.
机译:本文中提出了一种数字闭环驱动技术,其使用基于PFD-(相位频率检测器)的CORDIC(坐标旋转数字计算机)算法进行双轴谐振微区。使用Simulink软件实现和模拟基于CORDIC算法的传统数字闭环自振荡系统,以验证系统性能。系统性能模拟表明,采样频率与AD和DA转换器的有效位之间的不兼容限制了进一步的性能改进。因此,使用基于PFD的CORDIC算法的数字,闭环自振荡旨在进一步优化系统性能。系统实验结果表明,与传统系统相比,使用基于PFD的CORDIC的优化系统通过5.320倍提高了谐振微区仪的偏置稳定性。这表明使用基于PFD的CORDIC用于双轴谐振微区测量计的优化数字闭环驱动技术是有效的。

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