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Updated: Jun 21, 2025

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Published on: December 4, 2017
Exceptionally Slow, Long-Range, and Non-Gaussian Critical Fluctuations Dominate the Charge Density Wave Transition.
Sk Kalimuddin1, Sudipta Chatterjee2, Arnab Bera1
1School of Physical Sciences, <a href="https://ror.org/050p6gz73">Indian Association for the Cultivation of Science</a>, Jadavpur, Kolkata 700032, India.
Resistance noise in (TaSe_{4})_{2}I reveals critical fluctuations of the charge-density wave (CDW) order parameter near its transition. These fluctuations dominate low-frequency noise, enabling extraction of critical exponents.
Area of Science:
- Condensed Matter Physics
- Materials Science
- Phase Transitions
Background:
- Quasi-one-dimensional (TaSe_{4})_{2}I exhibits a well-known charge-density wave (CDW) transition near 263 K.
- CDW critical fluctuations are coupled to normal carriers, influencing resistance noise.
Purpose of the Study:
- To investigate the relationship between resistance noise and critical fluctuations of the CDW order parameter in (TaSe_{4})_{2}I.
- To demonstrate that resistance noise can quantitatively probe CDW critical phenomena.
Main Methods:
- Analysis of resistance noise measurements near the CDW transition temperature.
- Characterization of noise variance and relaxation time as a function of reduced temperature (ϵ).
- Investigation of the fluctuation distribution and its deviation from Gaussian behavior.
Main Results:
- Critical fluctuations of the CDW order parameter dominate low-frequency resistance noise over a wide temperature window (ϵ≈±0.1).
- Observed critical opalescence and critical slowing down phenomena.
- Demonstrated quantitative extraction of critical exponents from resistance noise.
- Identified a crossover from mean-field to fluctuation-dominated regimes with anomalously low critical exponents (|ϵ|≲0.02).
- Observed non-Gaussian fluctuation distributions, indicating a breakdown of the central limit theorem.
Conclusions:
- The quasi-one-dimensional nature of (TaSe_{4})_{2}I plays a crucial role in the observed large-magnitude critical fluctuations and the crossover behavior.
- Resistance noise serves as a powerful tool to study critical phenomena in CDW systems.
- The findings highlight the importance of dimensionality in controlling phase transitions.
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