Accurate alpha-particle stopping power measurements in graphenic carbon foils and their application to high-precision, non-destructive areal density determination

A precise, non-destructive method for determining the areal density of thin graphenic carbon (GC) foils via alpha-particle energy loss is presented. Two types of GC foils - sourced from KETEK GmbH and Applied Nanotech Inc. - were investigated using a three-isotope mixed alpha source emitting particles in the 5.0-5.8 [Formula: see text] range. Both foils have similar nominal areal densities of approximately [Formula: see text], but differ slightly in chemical composition and microstructure. High-resolution alpha spectroscopy yielded energy-loss measurements with relative uncertainties below 1%. The uncertainty of the extracted areal densities and stopping powers is dominated by the determination of foil mass, area and composition metrology, rather than by the alpha-energy-loss measurement itself. Experimental stopping powers were obtained by combining the measured energy loss with independently determined foil masses and areas, and were compared with established stopping-power models. A modified Bethe formalism incorporating Barkas and Bloch corrections, together with an empirically adjusted mean excitation energy [Formula: see text], provided the most consistent description of the data across the investigated energy range. The resulting values were [Formula: see text] for the KETEK foil and [Formula: see text] for the Applied Nanotech foil. The fitted stopping-power curves indicate a systematic difference between the two GC foils, consistent with their differing compositions and microstructures. Because the stopping-power model is calibrated against the same reference foils, however, this interpretation is model-dependent and requires further validation using independently characterised samples. While the method is well suited to thin foils, angular straggling and the non-linear energy dependence of the stopping power may limit its applicability beyond the thin-target approximation. The reported stopping-power data are relevant for benchmarking Monte Carlo simulations and modelling energy deposition in carbon-based materials, with applications in accelerator technology and radiopharmaceutical research. In medical physics, stopping power is closely related to linear energy transfer, which governs the biological effectiveness of alpha-emitting isotopes in targeted therapies.

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Journal
Scientific Reports
Published
2026-06-14
DOI
https://doi.org/10.1038/s41598-026-57488-0
Primary Topic
X-ray Spectroscopy and Fluorescence Analysis
Type
article
Field-Weighted Citation Impact
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article

Accurate alpha-particle stopping power measurements in graphenic carbon foils and their application to high-precision, non-destructive areal density determination

Maxim Saifulin, E. Haettner, C. Scheidenberger, H. Weick et al.
Scientific Reports
X-ray Spectroscopy and Fluorescence Analysis
article

Accurate alpha-particle stopping power measurements in graphenic carbon foils and their application to high-precision, non-destructive areal density determination

Maxim Saifulin, E. Haettner, C. Scheidenberger, H. Weick, M. Tomut, J. Enders, D. J. Morrissey, H. Geißel, S. Purushothaman, T. Dickel, Konstantina Botsiou, Jianwei Zhao
article en

Abstract

A precise, non-destructive method for determining the areal density of thin graphenic carbon (GC) foils via alpha-particle energy loss is presented. Two types of GC foils - sourced from KETEK GmbH and Applied Nanotech Inc. - were investigated using a three-isotope mixed alpha source emitting particles in the 5.0-5.8 [Formula: see text] range. Both foils have similar nominal areal densities of approximately [Formula: see text], but differ slightly in chemical composition and microstructure. High-resolution alpha spectroscopy yielded energy-loss measurements with relative uncertainties below 1%. The uncertainty of the extracted areal densities and stopping powers is dominated by the determination of foil mass, area and composition metrology, rather than by the alpha-energy-loss measurement itself. Experimental stopping powers were obtained by combining the measured energy loss with independently determined foil masses and areas, and were compared with established stopping-power models. A modified Bethe formalism incorporating Barkas and Bloch corrections, together with an empirically adjusted mean excitation energy [Formula: see text], provided the most consistent description of the data across the investigated energy range. The resulting values were [Formula: see text] for the KETEK foil and [Formula: see text] for the Applied Nanotech foil. The fitted stopping-power curves indicate a systematic difference between the two GC foils, consistent with their differing compositions and microstructures. Because the stopping-power model is calibrated against the same reference foils, however, this interpretation is model-dependent and requires further validation using independently characterised samples. While the method is well suited to thin foils, angular straggling and the non-linear energy dependence of the stopping power may limit its applicability beyond the thin-target approximation. The reported stopping-power data are relevant for benchmarking Monte Carlo simulations and modelling energy deposition in carbon-based materials, with applications in accelerator technology and radiopharmaceutical research. In medical physics, stopping power is closely related to linear energy transfer, which governs the biological effectiveness of alpha-emitting isotopes in targeted therapies.

Scientific ReportsVol. 16(1)
GSI Helmholtz Centre for Heavy Ion Research (DE), Justus-Liebig-Universität Gießen (DE), University of Münster (DE), Technische Universität Darmstadt (DE), Helmholtz Institute Mainz (DE), Facility for Antiproton and Ion Research (DE), Beihang University (CN), Michigan State University (US)
Technische Universität Darmstadt, GSI Helmholtzzentrum für Schwerionenforschung
Affordable and clean energy
Openalex Percentile: Top 7%
X-ray Spectroscopy and Fluorescence Analysis
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