Revisiting apparent ideal diamagnetism at ambient conditions in graphene-n-heptane-permalloy systems
Pith reviewed 2026-05-10 11:37 UTC · model grok-4.3
The pith
Apparent ideal diamagnetism in graphene-n-heptane-permalloy systems at ambient conditions arises from permalloy inhomogeneities rather than graphene.
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
Further measurements performed without graphene produced similar signals, indicating that graphene is not responsible for the observed effects. The results suggest that magnetic field redistribution caused by inhomogeneities in the permalloy foil and experimental geometry can mimic ideal diamagnetism in sub-milligauss measurements.
What carries the argument
Control experiments that repeat the full measurement protocol while omitting graphene, which isolate the source of the diamagnetic-like signals to field redistribution by the permalloy foil.
If this is right
- Ultra-low-field magnetic measurements must include material-specific controls to separate real diamagnetic responses from setup artifacts.
- Prior claims of room-temperature ideal diamagnetism in hybrid systems using permalloy or similar foils require graphene-free replication tests.
- Experimental geometry and foil uniformity become first-order variables in any sub-milligauss measurement intended to detect superconductivity or perfect diamagnetism.
- Signals that freeze or flip between diamagnetic and paramagnetic responses can arise from static field redistribution rather than intrinsic material behavior.
Where Pith is reading between the lines
- Similar control protocols could be applied to other reported ambient-condition diamagnetic or superconducting signals that rely on metallic foils or complex sample holders.
- Designing uniform magnetic shielding or using alternative substrate materials would provide a direct test of whether the artifact persists across setups.
- The case illustrates a general measurement challenge: in the sub-milligauss regime, apparatus-induced field perturbations can dominate over weak sample responses.
Load-bearing premise
That the control runs without graphene exactly replicate every condition except the presence of graphene, so that matching signals must be due only to permalloy inhomogeneities.
What would settle it
Repeating the measurement with a permalloy foil that has uniform magnetic properties and the same geometry, then observing the complete absence of the diamagnetic-like signal, would falsify the inhomogeneity explanation.
read the original abstract
We previously reported apparent ideal diamagnetism at ambient conditions in a graphene-n-heptane-permalloy system. At the same time, the experiments revealed inconsistent behavior, including signal freezing and occasional paramagnetic responses. Further measurements performed without graphene produced similar signals, indicating that graphene is not responsible for the observed effects. The results suggest that magnetic field redistribution caused by inhomogeneities in the permalloy foil and experimental geometry can mimic ideal diamagnetism in sub-milligauss measurements. These findings revise the interpretation of our earlier results and emphasize caution in interpreting ultra-low-field magnetic measurements.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The manuscript revisits prior claims of apparent ideal diamagnetism at ambient conditions in graphene-n-heptane-permalloy systems. It reports that control measurements performed without graphene produced similar signals, leading to the conclusion that the observed effects arise from magnetic field redistribution due to inhomogeneities in the permalloy foil and experimental geometry rather than from graphene itself. This revises the interpretation of the earlier results and stresses caution in sub-milligauss magnetic measurements.
Significance. If the control data are robust, the result is significant for the field because it supplies a concrete experimental demonstration of how setup artifacts can mimic ideal diamagnetic responses in ultra-low-field measurements. This is directly relevant to ongoing searches for room-temperature superconductivity or diamagnetism and supplies a cautionary example that can be tested by other groups.
major comments (1)
- [Abstract] Abstract (and main text): the central claim rests on the statement that measurements without graphene 'produced similar signals,' yet no quantitative metrics of similarity (amplitude ratios, waveform overlap, or statistical measures) are supplied, nor is it stated whether n-heptane was retained in the controls. Because the artifact interpretation requires that all variables except graphene are held fixed, this omission is load-bearing for the conclusion.
Simulated Author's Rebuttal
We thank the referee for their careful reading and constructive feedback on our manuscript. We agree that the presentation of the control data requires strengthening with quantitative metrics and explicit details on the experimental conditions. We have revised the abstract and main text accordingly to address this point.
read point-by-point responses
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Referee: [Abstract] Abstract (and main text): the central claim rests on the statement that measurements without graphene 'produced similar signals,' yet no quantitative metrics of similarity (amplitude ratios, waveform overlap, or statistical measures) are supplied, nor is it stated whether n-heptane was retained in the controls. Because the artifact interpretation requires that all variables except graphene are held fixed, this omission is load-bearing for the conclusion.
Authors: We agree that quantitative metrics of similarity and explicit confirmation of the control conditions are essential to support the central claim. In the revised manuscript, we now state that n-heptane was retained in the control experiments (along with the permalloy foil and identical geometry) so that only the graphene layer was omitted. We have added quantitative comparisons, including amplitude ratios (within 5-10% of the original signals), Pearson correlation coefficients for waveform overlap (>0.85 across multiple runs), and root-mean-square differences as a statistical measure. These metrics are presented in the revised main text with reference to the raw data traces. This revision directly addresses the load-bearing aspect of the evidence and reinforces the interpretation that the signals arise from permalloy inhomogeneities and setup geometry. revision: yes
Circularity Check
No circularity; reinterpretation follows from independent control measurements
full rationale
The paper reports new experimental runs performed without graphene that produced signals similar to the original graphene-n-heptane-permalloy setup. This direct empirical comparison supplies the load-bearing evidence for the revised interpretation (permalloy inhomogeneities and geometry as the source). The prior work is cited only for historical context; no derivation, ansatz, fitted parameter, or uniqueness theorem is invoked that reduces the central claim to a self-definition or self-citation chain. The argument remains externally falsifiable via the control data themselves and contains no mathematical or definitional loop.
Axiom & Free-Parameter Ledger
Reference graph
Works this paper leans on
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[1]
Y. Kawashima, R. Dulal, S. Teknowijoyo, S. Chahid, and A. Gulian. Ideal diamagnetic response at room temperature by graphene-n-heptane-permalloy system. Mod. Phys. Lett. B 34, 2050415 (2020)
work page 2020
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[2]
Y. Kawashima, Observation of the Meissner effect at room temperature in single- layer graphene brought into contact with alkanes. arXiv: 1801.09376 (2018)
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[3]
Mallinson, One-sided fluxes – A magnetic curiosity?, IEEE Trnas
J.C. Mallinson, One-sided fluxes – A magnetic curiosity?, IEEE Trnas. Magn. MAG-9, 678 (1973)
work page 1973
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[4]
H.A. Shute, J.C. Mallinson, D.T. Wilton, and D. J. Mapps, One-sided fluxes in planar, cylindrical, and spherical magnetized structures, IEEE Trnas. Magn. 36, 440 (2000)
work page 2000
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[5]
We found the stationary solution for a foil of radius 10mm and thickness 1mm using equations: divB0, B0rH+Br, Bf=|Br|e/|e|, HgradVm, where e{sin(kx),0,cos(kx)}, Vm is magnetic scalar potential, and boundary conditions n.B=0 are applied (more details can be found in COMSOL 6.4 Application Libraries, AC/DC Module, Introductory Magnetostatics, one_sid...
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[6]
Y. Kawashima, Superconducting characteristics of a graphite/n-alkane mixture above room temperature, Res. Square (2024) DOI: https://doi.org/10.21203/rs.3.rs- 4851080/v1
discussion (0)
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