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January 22, 2026JACOW0 citationsOpen Access

Online position conversion factor calibration study for BPM system

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JCJian ChenHCH.J. ChenRYRenxian Yuan

Key Points

  • The aim is to develop an efficient online calibration method for determining the K-factor of beam position monitors.
  • Utilized machine learning algorithms alongside beam response matrix analysis.
  • Conducted beam experiments at Shanghai Soft X-ray Free-Electron Laser (SXFEL) facility.
  • Proposed an online calibration method suitable for cavity BPM systems.
  • Achieved accurate per-BPM K-factor determination using the proposed method.
  • Demonstrated resource efficiency compared to traditional calibration methods.
  • Showed that conventional methods like theoretical calculations are less reliable.

Abstract

Transverse beam position is one of the most critical parameters in accelerator commission and operation. As non-invasive diagnostic devices, beam position monitors (BPMs) are the main “workhorse” in accelerators, providing beam center of mass position information. The position conversion factor (K-factor) of BPM systems constitutes a fundamental determinate of measurement accuracy. While precision calibration traditionally relies on moveable calibrate platforms, the prohibitive cost of equipping each BPM with a dedicated two-dimensional calibration platform remains a widespread practical constraint. In this paper, an innovative online calibration method that synergizes machine learning with beam response matrix analysis to achieve per-BPM K-factor determination is introduced. The preliminary beam experiments have been carried out at Shanghai Soft X-ray Free-Electron Laser (SXFEL) facility. The proposed method offers a robust and resource-efficient calibration solution, particularly advantageous for cavity BPM systems where conventional approaches such as theoretical calculation and offline wire scanning, fail to provide reliable results.

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Cite This Study

Chen et al. (2026) studied this question.

synapsesocial.com/papers/6971bea8642b1836717e34dfhttps://doi.org/10.18429/jacow-ibic2025-wepmo09
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