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Convert Delisle to Rankines

°De\text{°De}
=
°R°\text{R}

Delisle (°De)

A historical temperature scale devised by Joseph‑Nicolas Delisle (1732). Degrees Delisle (°De) decrease as temperature increases: 0°De at water's boiling point and 150°De at its freezing point.

Rankine (°R)

An absolute temperature unit in the imperial system.

Delisle to Rankines Conversion Table

Delisle (°De)Rankines (°R)
1670.47
2669.27
5665.67
10659.67
20647.67
50611.67
100551.67
250371.67
50071.67
1000-528.33

How to Convert Delisle to Rankines

Formula:

°R=(100(°De×23))×95+491.67°\text{R} = \left(100 - \left(°De \times \frac{2}{3}\right)\right) \times \frac{9}{5} + 491.67

Example

Convert 15 °De to °R:

°R=(100(°De×23))×95+491.67°\text{R} = \left(100 - \left(°De \times \frac{2}{3}\right)\right) \times \frac{9}{5} + 491.67
°R=(100(15×23))×95+491.67°\text{R} = \left(100 - \left(15 \times \frac{2}{3}\right)\right) \times \frac{9}{5} + 491.67
°R=653.67°\text{R} = 653.67
=653.67°R= 653.67 \, °\text{R}

All conversions from Delisle (°De)