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ARTICLETechnical article

Distributed Temperature Sensing on Transformer Feeder Cables

  • Chenfan Power

Distributed temperature sensing can provide a useful route profile, but the measured temperature belongs to the sensing fiber. A fiber alongside the jacket, inside a duct or in another cable location does not directly measure the conductor’s hottest point. That temperature is an estimate with a model behind it. [1]

The reliability of the estimate depends on the entire chain from optical measurement to thermal decision. Each link should have an identifiable input and limitation.

Distributed Temperature Sensing on Transformer Feeder Cables: technical review table
First article table, reproduced without adding or changing values. See the article for assumptions and application boundaries.

Follow the temperature through five stages

Start with the instrument’s reported fiber temperature and its calibration evidence. Map distance along the fiber to actual route positions, including joints, loops and changes of installation. Then identify the fiber’s position relative to the cable cross-section and external environment.

StageKnown quantityUncertainty to preserve
Optical measurementReported fiber temperatureCalibration, noise and instrument response
Route mappingFiber distance to physical locationExtra fiber length and location registration
Cross-section mappingFiber position relative to conductorInstallation variation and contact
Thermal conversionModel from sensed point to conductorLosses, properties and boundary conditions
Operational interpretationEstimated state versus approved limitsModel validity and data availability

A precise optical reading does not remove uncertainty in the fourth stage. If the cable loss, duct condition or fiber contact changes, the same fiber temperature can correspond to a different internal temperature.

Use electrical duty as part of the model

The model should receive the relevant current history and cable loss assumptions. Metallic-layer and dielectric losses can matter depending on construction and bonding. Treating all heat as conductor loss can distort the temperature difference between conductor and fiber.

External heat sources also need representation. A nearby hot pipe may warm the fiber and conductor differently. The model must distinguish that heat input from the feeder’s own losses, especially at a local crossing or duct entry.

Validate at the installation you will operate

Validation should compare predicted and credible measured quantities under defined loading and environmental conditions. A model that matches one low-load state may still have the wrong transient response at higher duty. Review heating and cooling behavior, not only a single fitted offset.

A temperature decision needs the uncertainty of the complete conversion model, not only the optical channel. Include calibration and thermal-model contributions and retain covariance where inputs share a cause. [2]

Check whether the conductor estimate has usable margin

Assumptions: the fiber measures 65 °C at a limiting location and a validated thermal conversion adds 20 K at the assessed load, giving an 85 °C conductor estimate. Independent standard uncertainties are 0.5 K for the optical reading and 4 K for the conversion, so uc = √(0.5² + 4²) = 4.03 K. With assumed coverage factor 2, the upper decision value is 85 + 8.06 = 93.06 °C. Against an assumed project conductor gate of 90 °C, a rule requiring the entire expanded interval below the gate is not met, despite a 5 K nominal margin. Hold an increase in feeder rating until uncertainty or loading is reduced. Separately verify that spatial filtering can resolve the limiting region. [1][2]

References

  1. J. Cho, J.-H. Kim, H.-J. Lee, J.-Y. Kim, I.-K. Song and J.-H. Choi, Development and Improvement of an Intelligent Cable Monitoring System for Underground Distribution Networks Using Distributed Temperature Sensing, Energies 7, 2014, sections 2–4.2.2. DOI: 10.3390/en7021076.
  2. B. N. Taylor and C. E. Kuyatt, NIST Technical Note 1297, Guidelines for Evaluating and Expressing the Uncertainty of NIST Measurement Results, 1994, sections 5 and 6.
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