A Progressive Peak-Finding and Weak Peak-Preserving LM Algorithm for Isotope Separation in Miniature Mass Spectrometers

Zhiwei Wang, Ang Li, Wei Xu, Dayu Li*

*此作品的通讯作者

科研成果: 期刊稿件文章同行评审

摘要

Rationale: In recent years, performance enhancement strategies for miniature mass spectrometers through signal processing techniques have garnered significant attention, primarily due to their advantage of not changing their mechanical structure. Gaussian decomposition, as a signal processing approach, has shown considerable potential in the field of overlapping peak identification. Method: In this study, a novel PPWP-LM (progressive peak-finding and weak peak-preserving Levenberg-Marquardt) algorithm integrating Gaussian decomposition techniques is proposed for use in miniature ion trap mass spectrometers for aliased peak separation. Result: The feasibility of the algorithm was verified using simulation data, and the anti-noise performance of the PPWP-LM algorithm was verified under different signal-to-noise ratios. The analytical capability of the algorithm was further evaluated using samples at different concentrations and different scanning speeds, and the results showed that the algorithm maintained stable performance and was adaptable under high-speed scanning conditions. In addition, aliased signal separation was successfully demonstrated by mixing samples, and the results show that it is suitable for rapid analysis in the field and meets the requirements of practical applications. Conclusion: Through optimized strategies including a progressive search, pseudo-peak removal, and weak peak protection, the algorithm successfully achieves isotope separation under high-speed scanning conditions in miniature ion trap mass spectrometers, significantly enhancing their analytical efficiency and performance.

源语言英语
文章编号e10073
期刊Rapid Communications in Mass Spectrometry
39
17
DOI
出版状态已出版 - 15 9月 2025
已对外发布

指纹

探究 'A Progressive Peak-Finding and Weak Peak-Preserving LM Algorithm for Isotope Separation in Miniature Mass Spectrometers' 的科研主题。它们共同构成独一无二的指纹。

引用此