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Dual terahertz frequency combs for photonic RF readout of refractive index sensing with frequency multiplication and active-dummy temperature compensation

Published 2 May 2026 in physics.optics | (2605.01211v1)

Abstract: We present a unified refractive index (RI) sensing platform that integrates THz-comb-based frequency multiplication with dual-comb active-dummy temperature compensation. In conventional RI-sensing optical frequency combs (OFCs), sensitivity, stability, and measurement speed are fundamentally coupled, limiting overall performance. In the proposed system, RI-induced shifts in the repetition frequency are amplified in the terahertz domain, while temperature-induced fluctuations are suppressed through common-mode rejection in a dual-comb configuration. Experimental results demonstrate a sensitivity of 5.05 * 107 Hz/RIU, high linearity (R2 = 0.9979), improved resolution (1.07 * 10-4 RIU), and high accuracy (5.50 * 10-5 RIU). The RI-induced frequency shift is expanded from tens of hertz to hundreds of kilohertz, enabling rapid and precise readout with short gate times. This approach overcomes the conventional trade-off between sensitivity and stability. More fundamentally, it establishes orthogonal control of signal scaling and noise suppression as a design principle for high-performance RI sensing.

Summary

  • The paper demonstrates that integrating THz frequency multiplication with dual-comb temperature compensation amplifies RI-induced shifts to achieve a sensitivity of 5.05×10⁷ Hz/RIU.
  • The method decouples signal amplification from noise suppression, resulting in high linearity (R² = 0.9979) and a resolution of 1.07×10⁻⁴ RIU.
  • The paper’s approach overcomes traditional trade-offs in OFC sensing, enabling rapid, high-precision photonic sensing for diverse applications.

Dual Terahertz Frequency Combs for Photonic RF Readout of Refractive Index Sensing

Overview and Motivation

The paper introduces a unified refractive index (RI) sensing platform that synthesizes terahertz (THz) frequency comb-based frequency multiplication with dual-comb active-dummy temperature compensation (2605.01211). Conventional optical frequency comb (OFC) approaches for RI sensing encounter a fundamental coupling among sensitivity, stability, and measurement speed; improvements in one dimension typically degrade another. This study presents a framework wherein RI-induced repetition frequency shifts are amplified in the THz domain, and temperature-induced fluctuations are suppressed by common-mode rejection in a dual comb architecture. The integration explicitly decouples signal amplification from noise suppression—enabling simultaneous ultra-high sensitivity, high speed, and robust stability.

Principle and Architecture

The operational principle extends established RI-sensing OFC schemes, wherein an intracavity multimode interference (MMI) fiber sensor translates RI changes in the sample to shifts in the optical spectrum. Through fiber dispersion, this spectral shift modifies the effective cavity length nLnL, yielding a repetition frequency frep=c/(nL)f_\text{rep} = c/(nL) where cc is the speed of light. RI-induced frepf_\text{rep} shifts are typically limited to tens of Hz per 10310^{-3} RIU—restricting frequency resolution, particularly at short gate times.

The proposed system employs two strategies:

  • Frequency Multiplication in the THz Domain: The OFC output is injected into a photoconductive antenna, which generates a photocarrier THz comb comprising high-order harmonics. RI-induced shifts in frepf_\text{rep} are amplified by the multiplication factor mm (ratio of THz frequency to frepf_\text{rep}), expanding the measurable shift by orders of magnitude. Heterodyning with a continuous-wave THz source yields an RF beat signal whose shift directly quantifies RI changes.
  • Dual-Comb Active-Dummy Temperature Compensation: Two OFCs—active and dummy—share a mechanical and thermal environment. The active OFC is sensitive to both RI and temperature, whereas the dummy responds only to temperature. Differential measurement (Δfrep=frep,1frep,2\Delta f_\text{rep} = f_{\text{rep},1} - f_{\text{rep},2}) effectively cancels temperature-induced fluctuations. When both combs are frequency-multiplied, their beat signals’ differential (Δfbeat\Delta f_\text{beat}) achieves amplified RI sensitivity while suppressing temperature noise.

Experimental Implementation

The platform consists of dual RI-sensing OFC sources and a photoconductive THz heterodyne system with common CW-THz excitation. Each OFC contains an intracavity MMI fiber sensor: the active OFC sensor resides in an aqueous ethanol sample; the dummy in pure water. All cavity components (excluding MMI sensors) are temperature-stabilized on a shared copper plate.

The photoconductive antennas generate THz combs (up to frep=c/(nL)f_\text{rep} = c/(nL)0 harmonic order), which are mixed with a synchronized CW-THz source. The resulting RF beat signals, frep=c/(nL)f_\text{rep} = c/(nL)1 and frep=c/(nL)f_\text{rep} = c/(nL)2, are measured and processed for differential analysis.

Performance Evaluation

Rigorous experiments quantify sensitivity, linearity, resolution, and accuracy across four configurations:

  • Single OFC sensing: frep=c/(nL)f_\text{rep} = c/(nL)3 shift only, no temperature compensation or frequency multiplication.
  • Single THz-comb sensing: frequency multiplication applied to single-comb output.
  • Dual OFC sensing: dual-comb active-dummy compensation without frequency multiplication.
  • Dual-THz-comb sensing: combination of both strategies.

Key quantitative outcomes from dual-THz-comb sensing:

  • Sensitivity: frep=c/(nL)f_\text{rep} = c/(nL)4 Hz/RIU
  • Linearity: frep=c/(nL)f_\text{rep} = c/(nL)5
  • Resolution: frep=c/(nL)f_\text{rep} = c/(nL)6 RIU
  • Accuracy: frep=c/(nL)f_\text{rep} = c/(nL)7 RIU

This configuration achieves a measurable frequency shift elevated from tens of Hz to hundreds of kHz, substantially reducing gate times and enabling rapid, precise readout. Temperature noise suppression was validated, yielding robust reproducibility and low uncertainty. The sensitivity enhancement closely matches the expected multiplication factor, although slight deviations attribute to slope-fitting uncertainties in calibration, rather than to multiplication process errors.

Comparative Analysis and Theoretical Implications

The unified approach orthogonally manages signal scaling (via frequency multiplication) and noise suppression (via temperature-compensated dual-comb). Prior THz-comb-only schemes failed to improve resolution/accuracy owing to signal and noise amplification. Dual-comb active-dummy compensation schemes achieved superior stability, but lacked sensitivity enhancement.

This work demonstrates that simultaneous application of both strategies is necessary for eliminating the sensitivity-stability trade-off. The measurable shift increase allows shorter gate times—critical for high-speed applications constrained by RF counter precision. Theory and experiment confirm this paradigm as a scalable, physically grounded framework for advanced RI-sensing platforms.

Further improvements are anticipated via single-cavity dual-comb architectures, enhancing noise correlation and stability by removing residual differences between combs. The approach is extensible to diverse sensing domains—biochemical reactions, gas detection, fluid analysis—where rapid, high-resolution RI monitoring is essential.

Conclusion

The paper establishes a dual-THz-comb platform integrating frequency multiplication and dual-comb temperature compensation, yielding orthogonal control of sensitivity and noise. Experimental validation confirms enhanced sensitivity (frep=c/(nL)f_\text{rep} = c/(nL)810\textsuperscript{7} Hz/RIU), outstanding linearity and repeatability, and high-speed operation. This framework surpasses conventional OFC RI-sensing limitations and delineates a trajectory for next-generation optical sensing—combining millennium-scale speed, ultra-high sensitivity, and robust stability. Continued system integration and architecture optimization promise further significant advances in photonic metrology and real-time high-precision sensing technologies.

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