Input interpretation
![polygodial | boiling point](../image_source/534ccb85e3b0be3b93e5e170d586f22c.png)
polygodial | boiling point
Result
![331 °C (degrees Celsius)](../image_source/993d548eea0b3555ec409bf449f99064.png)
331 °C (degrees Celsius)
Unit conversions
![604 K (kelvins)](../image_source/5354644cd0a5140f4fbcf10be02ebf5e.png)
604 K (kelvins)
![628 °F (degrees Fahrenheit)](../image_source/801685be80bbbebe10017f11bbbab668.png)
628 °F (degrees Fahrenheit)
![1087 °R (degrees Rankine)](../image_source/c539ba4ce7883cfc742ba55f012257e4.png)
1087 °R (degrees Rankine)
![265 °Ré (degrees Réaumur)](../image_source/e7f301e2d8ecf6e2d7775e8d23ef474c.png)
265 °Ré (degrees Réaumur)
![181 °Rø (degrees Rømer)](../image_source/e6ceae394d0112646e4716af1672a460.png)
181 °Rø (degrees Rømer)
Comparisons as temperature
![4 °C above melting point of lead (327.46 °C)](../image_source/e447fe86a599b4d630db08cc70792f4b.png)
4 °C above melting point of lead (327.46 °C)
![98 °C above autoignition temperature of book paper in Ray Bradbury's famous novel (451 °F)](../image_source/1ada719b8330e941117054e5fe551e3b.png)
98 °C above autoignition temperature of book paper in Ray Bradbury's famous novel (451 °F)
![(80 to 110) °C above autoignition temperature of paper (218 to 246 °C)](../image_source/3d52a4d32de74d2516c39a1ca753ec96.png)
(80 to 110) °C above autoignition temperature of paper (218 to 246 °C)
Corresponding quantities
![Thermodynamic energy E from E = kT: | 52 meV (millielectronvolts)](../image_source/e593fa121edc5d4891abffb81554d484.png)
Thermodynamic energy E from E = kT: | 52 meV (millielectronvolts)
![Blackbody energy flux Φ from Φ = σT^4: | 7554 W/m^2 (watts per square meter)](../image_source/63d5702c39faac99bf710e542e9f6b07.png)
Blackbody energy flux Φ from Φ = σT^4: | 7554 W/m^2 (watts per square meter)
![Approximate luminous exitance from a planar blackbody radiator perpendicular to its surface: | 2.7×10^-6 lx (lux)](../image_source/ad893666889a2b556993224f11ca71ee.png)
Approximate luminous exitance from a planar blackbody radiator perpendicular to its surface: | 2.7×10^-6 lx (lux)