Temperature Interval Converter

Convert kelvin interval, fahrenheit interval and 5 more temperature interval units with exact definitions and sources.

Temperature Interval converter

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Scientific notation is supported, for example 1e6 or 2.5e-3.

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About these units

Temperature differences use scale factors only: 1 K = 1 °C interval = 1.8 °F interval. No absolute-temperature offset applies; cooling intervals may be negative.

Kelvin interval: source checked 2026-09-20 (implementation review).

Fahrenheit interval: source checked 2026-09-20 (implementation review).

ΔK to Δ°F

Exact definition

1.8 Δ°F

1 ΔK = 1.8 Δ°F

Formula and calculation

Standard linear transform
Δ°F = x × 1.7999999999999998
Δ°F = 1 × 1.7999999999999998 = 1.8 Δ°F

Base transformation: 1 ΔK = 1 ΔK; 1 Δ°F = 0.5555555555555556 ΔK. Ratio: 1.7999999999999998.

Accuracy

Relationship: exact definition. Display: rounded to up to 6 decimal places, with scientific notation for very small or large values. More digits do not mean greater measurement accuracy; factors involving π or recurring fractions are approximations.

References for the selected units and their conversion factors.

Result in every supported unit7 units
UnitResult
Kelvin interval (ΔK)1
Fahrenheit interval (Δ°F)1.8
Celsius interval (Δ°C)1
Rankine interval (Δ°R)1.8
Kelvin (K)1
Degree Celsius (K)1
Degree centigrade (K)1

Conversion sources and methodology

Conversion method

Temperature differences use scale factors only: 1 K = 1 °C interval = 1.8 °F interval. No absolute-temperature offset applies; cooling intervals may be negative.

Δ°F = x × 1.7999999999999998

10 ΔK = 18 Δ°F.

ΔK to Δ°F
ΔKΔ°F
11.8
59
1018
2545
5090
100180

Unit definitions and sources

Temperature differences use scale factors only: 1 K = 1 °C interval = 1.8 °F interval. No absolute-temperature offset applies; cooling intervals may be negative.

Temperature Interval: definitions used by this converter
Unit and systemUseDefinitionRelationship
Kelvin interval (ΔK); siCommon unitsKelvin interval: base (delta-k) = value × 1. Common use: Temperature Interval. Source checked 2026-09-20 (implementation review).Exact definition; numerical display may be rounded
Fahrenheit interval (Δ°F); siCommon unitsFahrenheit interval: base (delta-k) = value × 0.5555555555555556. Common use: Temperature Interval. Source checked 2026-09-20 (implementation review).Exact definition; numerical display may be rounded
Celsius interval (Δ°C); siSpecialist unitsCelsius interval: base (delta-k) = value × 1. Common use: Temperature Interval. Source checked 2026-09-20 (implementation review).Exact definition; numerical display may be rounded
Rankine interval (Δ°R); siSpecialist unitsRankine interval: base (delta-k) = value × 0.5555555555555556. Common use: Temperature Interval. Source checked 2026-09-20 (implementation review).Exact definition; numerical display may be rounded
Kelvin (K); otherSpecialist unitskelvin = 1.0 delta-k, derived from the component SI/customary definitions. Common use: Temperature Interval. Source checked 2026-09-20 (implementation review).Exact definition; numerical display may be rounded
Degree Celsius (K); otherSpecialist unitsdegree Celsius = 1.0 delta-k, derived from the component SI/customary definitions. Common use: Temperature Interval. Source checked 2026-09-20 (implementation review).Exact definition; numerical display may be rounded
Degree centigrade (K); otherSpecialist unitsdegree centigrade = 1.0 delta-k, derived from the component SI/customary definitions. Common use: Temperature Interval. Source checked 2026-09-20 (implementation review).Exact definition; numerical display may be rounded

Sources: NIST: SP 811 Appendix B.8: conversion factors; BIPM: SI prefixes

Precision of temperature interval conversions

All 7 temperature interval units convert through Kelvin interval (ΔK). 7 have an exact defined relationship to the base unit and 0 are conventional or measured values. Results and the tables on this page come from the same engine, so a table value can be checked against the converter directly.

Standard display shows up to six decimal places, switching to scientific notation for very large or small values. Calculation uses JavaScript binary floating point independently of display rounding, so extra digits are not a claim about measurement accuracy. Each unit lists its own source; a citation records where the definition comes from, not an independent review. See Conversion methodology for the review and correction process.

References

Last updated . Results are estimates for informational purposes only.