September 03, 2026
NTC thermistor guide: B value, resistance curve and selection
An NTC thermistor is a temperature sensor whose resistance falls as it heats up. NTC stands for negative temperature coefficient. It is made from sintered metal-oxide ceramic, and it is described by two numbers: R25, the resistance at 25 °C, and a B value that sets how steeply the resistance falls. The second of those numbers causes more field problems than any other parameter in thermistor work, because the same physical device can honestly be labelled 3950 or 3988 depending on which two temperatures it was measured between. This guide covers what that means for your calibration, and what to specify so it does not bite you. Published 3 September 2026. Reviewed by the Focusens technical department. Where the resistance curve comes from Thermistor behaviour is not fixed by a single international curve the way platinum RTDs are. Where a PT100 is interchangeable because IEC 60751 defines one relationship for every compliant part, an NTC follows the curve of its own ceramic formulation. The generic requirements, terminology and test methods for these devices sit in IEC 60539-1:2022, edition 4.0, published 15 December 2022, covering directly heated negative temperature coefficient thermistors made from transition metal oxide materials. That difference is the root of everything below. Two thermistors can both be honestly described as “10 kΩ NTC” and follow measurably different curves. The usual working model is the Beta equation: R(T) = R₂₅ · exp[ B · (1/T − 1/298.15) ] with T in kelvin and B in kelvin. Rearranged for temperature: T = 1 / [ 1/298.15 + ln(R/R₂₅) / B ] The table below is that equation evaluated for a 10 kΩ part with B = 3988 K. It is a model output, not a measured datasheet, and the gap between the two is the subject of the next two sections. Temperature Resistance Temperature Resistance −40 °C 416.4 kΩ 50 °C 3,553 Ω −20 °C 107.8 kΩ 60 °C 2,453 Ω 0 °C 34.02 kΩ 70 °C 1,731 Ω 10 °C 20.31 kΩ 80 °C 1,245 Ω 25 °C 10,000 Ω 100 °C 680 Ω 30 °C 8,020 Ω 125 °C 348 Ω 40 °C 5,269 Ω 150 °C 192 Ω Calculated from the Beta equation above, R25 = 10 kΩ, B = 3988 K. Use a manufacturer's own curve data for design work. Why the same part carries different B values B is not a property you can read off a device. It is a number computed from two resistance measurements at two temperatures: B(T₁/T₂) = ln(R₁/R₂) / (1/T₁ − 1/T₂) Change either temperature and the answer changes, because a real thermistor curve is not a perfect exponential. That is why a datasheet B value always carries a subscript naming the pair it was taken between. In the Focusens catalogue alone, parts are specified against five different reference pairs. Reference pair Meaning Example catalogue entries B25/50 measured between 25 °C and 50 °C 2.19 kΩ B25/50:3470, 50 kΩ B25/50:39...
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