Samantha Nicole500 Fahrenheit is equal to 960 Rankine.
The Rankine scale is an absolute temperature scale like Kelvin, but uses Fahrenheit degrees rather than Celsius. To convert Fahrenheit to Rankine, you add 459.67 to the Fahrenheit temperature. So for 500°F, adding 459.67 gives the temperature in Rankine.
Conversion Tool
Result in rankine:
Conversion Formula
To convert Fahrenheit (°F) to Rankine (°R), you add 459.67 to the Fahrenheit temperature. The formula is:
°R = °F + 459.67
This works because Rankine is an absolute temperature scale using Fahrenheit degrees, where zero Rankine is absolute zero. Adding 459.67 shifts the Fahrenheit scale so that 0 °R equals absolute zero.
For example, converting 500 °F:
- Start with 500 °F
- Add 459.67: 500 + 459.67 = 959.67
- The result is 959.67 °R
This conversion is direct and linear, no multiplication needed.
Conversion Example
- Example: Convert 212 °F to Rankine
- Take the Fahrenheit value: 212
- Add 459.67: 212 + 459.67 = 671.67
- Result: 671.67 °R
- Example: Convert 32 °F to Rankine
- Start with 32 °F
- Add 459.67: 32 + 459.67 = 491.67
- So, 32 °F equals 491.67 °R
- Example: Convert 0 °F to Rankine
- Fahrenheit value is 0
- Add 459.67: 0 + 459.67 = 459.67
- Therefore, 0 °F equals 459.67 °R
- Example: Convert 100 °F to Rankine
- Take 100 °F
- Add 459.67: 100 + 459.67 = 559.67
- Result is 559.67 °R
Conversion Chart
| Fahrenheit (°F) | Rankine (°R) |
|---|---|
| 475.0 | 934.67 |
| 480.0 | 939.67 |
| 485.0 | 944.67 |
| 490.0 | 949.67 |
| 495.0 | 954.67 |
| 500.0 | 959.67 |
| 505.0 | 964.67 |
| 510.0 | 969.67 |
| 515.0 | 974.67 |
| 520.0 | 979.67 |
| 525.0 | 984.67 |
This chart list Fahrenheit temperatures from 475 to 525 degrees, with their equivalent Rankine values. You can quickly find a Rankine temperature without doing the math, by looking up the Fahrenheit value in the left column, then reading across to see the converted Rankine.
Related Conversion Questions
- What is 500 degrees Fahrenheit in Rankine scale?
- How do I convert 500°F to Rankine temperature?
- Is 500 Fahrenheit higher or lower than 960 Rankine?
- Can I convert 500°F directly to Rankine without complex formulas?
- What does 500°F equal on the Rankine scale?
- Why add 459.67 when converting 500 Fahrenheit to Rankine?
- How accurate is the conversion from 500°F to Rankine?
Conversion Definitions
Fahrenheit: Fahrenheit is a temperature scale where water freezes at 32 degrees and boils at 212 degrees under standard atmospheric pressure. It’s used primarily in the United States and some Caribbean countries. The scale was proposed by Daniel Gabriel Fahrenheit in the early 18th century and divides the temperature range into 180 degrees.
Rankine: Rankine is an absolute temperature scale based on Fahrenheit degrees, with zero Rankine representing absolute zero, the lowest possible temperature. It is used in thermodynamics mainly in engineering fields, mostly in the United States, where temperatures are expressed in degrees Rankine (°R) instead of Kelvin.
Conversion FAQs
Why do I add 459.67 when converting Fahrenheit to Rankine?
Adding 459.67 to Fahrenheit temperature shifts the scale so that 0 Rankine corresponds to absolute zero, which is the lowest temperature possible. Since Rankine uses the same degree size as Fahrenheit, the offset aligns Fahrenheit’s zero point with the absolute zero point.
Can I convert Rankine back to Fahrenheit easily?
Yes, the reverse conversion is simple by subtracting 459.67 from the Rankine temperature. The formula is °F = °R – 459.67. This works because Rankine is just Fahrenheit shifted by 459.67 degrees.
Is Rankine used outside of engineering?
Rankine is rarely used outside of engineering and scientific fields, especially in the United States. Other countries prefer the Kelvin scale, which is based on Celsius degrees. Rankine’s main use is in thermodynamics calculations involving Fahrenheit temperatures.
Does the size of degrees differ between Fahrenheit and Rankine?
No, both Fahrenheit and Rankine scales have the same degree size. The difference lies in their zero points: Fahrenheit zero is arbitrary, while Rankine zero is absolute zero, making Rankine an absolute scale using Fahrenheit increments.
Is converting Fahrenheit to Rankine accurate for all temperatures?
The conversion is mathematically exact because Rankine is defined as Fahrenheit plus a constant. However, measurement or instrument errors may affect accuracy, but the formula itself is precise across all temperature values.
