Fahrenheit to Rankine Converter

Quick answer

To convert Fahrenheit to Rankine, add 459.67: deg R = deg F + 459.67. Both scales use the same degree size, so nothing is multiplied. So 32 deg F is 491.67 deg R, 59 deg F is 518.67 deg R and 212 deg F is 671.67 deg R. Absolute zero, -459.67 deg F, is 0 deg R.

Updated 2026-10-02Reviewed by Prof. Dr. Khalil Mudassar, PhD
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Fahrenheit to Rankine
This page defaults to its own direction. Switch for the reverse conversion.
Any Fahrenheit reading from -459.67 up, for example a gauge or weather value such as 70.
Rounding for display only. The math uses the full value.
Paste several values separated by spaces, commas or new lines. Do not use thousands separators. Up to 50 are shown.

Temperature in degrees Rankine

--
Celsius--
Kelvin--
Step size rule--
Reverse check--
Bulk list--

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How to Use the Fahrenheit to Rankine Converter

  1. Type the temperature in degrees Fahrenheit. Negative values are fine down to -459.67, which is absolute zero.
  2. Set the decimal places. Two places are enough for most work, because the offset 459.67 has two decimals.
  3. Read the Rankine value, then Celsius and kelvin. To convert many readings, paste them into the bulk box.

In the text, deg F means degrees Fahrenheit, deg R degrees Rankine and deg C degrees Celsius. The tool prints the degree sign.

ResultWhat it tells you
Temperature in degrees RankineYour Fahrenheit reading counted from absolute zero.
CelsiusThe same temperature on the metric everyday scale, (deg F - 32) / 1.8.
KelvinThe SI absolute temperature, equal to the Rankine value divided by 1.8.
Step size ruleA change of 1 deg F equals a change of 1 deg R.
Reverse checkThe Rankine answer turned back into Fahrenheit to confirm it.
Bulk listEvery Fahrenheit value in your list with its Rankine equal.
Verdict bandWhether the value is at absolute zero, below freezing, in the liquid-water range or hotter.

What Is a Fahrenheit to Rankine Conversion?

A Fahrenheit to Rankine conversion turns an everyday US temperature reading into an absolute temperature. An absolute temperature starts at absolute zero, the lowest temperature that exists.

Fahrenheit is a relative scale. Its zero is an arbitrary point, so 80 deg F is not twice as hot as 40 deg F. Rankine fixes that. It keeps the Fahrenheit degree size and moves the zero down to absolute zero. NASA describes it as the absolute temperature that corresponds to the Fahrenheit degree.

The conversion matters in US engineering formulas. Gas laws, the equation of state and many heat formulas need an absolute temperature. NASA notes that in the Imperial system the absolute temperature is in Rankine, not degrees Fahrenheit. Students in thermodynamics, HVAC technicians and aerospace engineers make this conversion as the first step of a larger calculation.

The conversion is not a change of unit size. That is the main difference from Fahrenheit to Celsius or Fahrenheit to kelvin, which both divide by 1.8.

How Does the Fahrenheit to Rankine Formula Work?

The formula adds one constant, 459.67, to the Fahrenheit reading. That constant is the distance from absolute zero up to 0 deg F, counted in Fahrenheit-size degrees.

Formula: deg R = deg F + 459.67 | Reverse: deg F = deg R - 459.67
  1. Write down the Fahrenheit reading. Example: 70 deg F.
  2. Add 459.67. Example: 70 + 459.67 = 529.67 deg R.
  3. Check that the answer is not negative. A negative Rankine value means the input was below absolute zero.

The offset comes from two NIST relations. NIST SP 811 gives T/K = (t/deg F + 459.67) / 1.8 for Fahrenheit and T/K = (T/deg R) / 1.8 for Rankine. Setting the two equal removes the 1.8 and leaves deg R = deg F + 459.67. The same number also follows from the ice point: 273.15 K x 1.8 = 491.67 deg R, and 491.67 - 32 = 459.67.

Fahrenheit to Rankine Worked Examples

A standard day, 59 deg F. 59 + 459.67 = 518.67 deg R. This is the sea-level temperature in the NASA standard atmosphere, equal to 15 deg C and 288.15 K.

Room temperature, 70 deg F. 70 + 459.67 = 529.67 deg R.

Water boiling at 1 atm, 212 deg F. 212 + 459.67 = 671.67 deg R.

A cold reading, -40 deg F. -40 + 459.67 = 419.67 deg R. Negative Fahrenheit readings still give positive Rankine values.

The lower stratosphere, -70 deg F. NASA holds this layer at -70 deg F in its Imperial model. -70 + 459.67 = 389.67 deg R.

Absolute zero, -459.67 deg F. -459.67 + 459.67 = 0 deg R, the lowest value on the scale.

To take a Rankine value back to Fahrenheit, open the Rankine to Fahrenheit converter in the related tools below, or switch the direction box above.

Factors That Change Your Rankine Result

The math is one addition, yet these four points decide whether the answer suits your task.

The Offset the Source Used

NIST uses 459.67. Some references round it. NASA writes its Imperial atmosphere model with T + 459.7, and one NASA teaching page gives R = F + 459.69. Those choices shift the answer by 0.03 and 0.02 deg R. The gap is small, but it explains mismatches in the last digit.

Reading Versus Difference

A Fahrenheit reading needs the offset. A Fahrenheit difference does not. A rise of 25 deg F is a rise of 25 deg R, not 484.67 deg R.

Precision of the Thermometer

A reading taken to the nearest whole degree carries up to 0.5 deg F of doubt. The Rankine value carries the same 0.5 deg R. Showing 8 decimals does not remove it.

Whether the Input Is Really Fahrenheit

A Celsius reading typed as Fahrenheit gives a wrong but believable answer. 20 deg C entered as 20 deg F returns 479.67 deg R, while the true value is 527.67 deg R. For Celsius readings, convert with the Celsius to Fahrenheit converter first.

Fahrenheit to Rankine vs Fahrenheit to Kelvin

Both conversions give an absolute temperature. Rankine keeps Fahrenheit-size degrees, while kelvin switches to Celsius-size degrees.

TargetFormula70 deg F becomesDegree size change
Rankinedeg F + 459.67529.67 deg RNone, same size
Kelvin(deg F + 459.67) / 1.8294.26 KShrinks the number by 1.8 times
Celsius(deg F - 32) / 1.821.11 deg CShrinks the number by 1.8 times, not absolute

Pick Rankine when the rest of the formula uses pounds, feet and Btu. Pick kelvin when the formula uses SI units. The Fahrenheit to kelvin converter covers the SI route. For weather or cooking, the Fahrenheit to Celsius converter is the right tool, since neither task needs an absolute scale.

When to Use a Fahrenheit to Rankine Converter

Gas Law Problems in US Units

Gas laws use ratios of absolute temperature. Air in a rigid tank warmed from 70 deg F to 120 deg F goes from 529.67 to 579.67 deg R. The absolute pressure rises by 579.67 / 529.67 = 1.0944, or about 9.4 percent. Using the Fahrenheit numbers gives 120 / 70 = 1.71, which is wrong.

Air Density from the Equation of State

NASA gives air density in Imperial units as r = p / [1718 x (T + 459.7)], with T in deg F. The bracket is the Rankine temperature. At 59 deg F and 2,116 pounds per square foot, the density is about 0.00237 slug per cubic foot.

Preparing a Column of Readings

Field logs are in Fahrenheit, but a spreadsheet model may need Rankine. Paste the column into the bulk box and copy the converted list.

When a later step needs SI units, the kelvin to Celsius converter handles the last metric step.

Fahrenheit to Rankine Conversion Chart

Exact values from deg R = deg F + 459.67, with kelvin rounded to 2 decimals for reference.

Fahrenheit (deg F)Rankine (deg R)Kelvin (K)
-459.6700
-300159.6788.71
-100359.67199.82
-70389.67216.48
-40419.67233.15
0459.67255.37
32491.67273.15
40499.67277.59
59518.67288.15
68527.67293.15
77536.67298.15
98.6558.27310.15
100559.67310.93
150609.67338.71
212671.67373.15
350809.67449.82
500959.67533.15
10001459.67810.93
20002459.671366.48

Every row differs from its Fahrenheit value by the same 459.67. That constant gap is the quickest way to spot a typing error in a table.

Common Fahrenheit to Rankine Mistakes

1. Multiplying by 1.8 or 9/5

That step belongs to Celsius and kelvin conversions. Fahrenheit and Rankine degrees are the same size. 70 x 1.8 + 459.67 gives 585.67, which is 56 degrees too high.

2. Adding 273.15

273.15 is the Celsius to kelvin offset. 70 + 273.15 = 343.15 is neither Rankine nor kelvin for a 70 deg F reading.

3. Adding 491.67

491.67 deg R is the ice point, used when Celsius is involved. Adding it to a Fahrenheit value overshoots by exactly 32 degrees.

4. Using Fahrenheit Directly in a Ratio

Ratios only work on absolute scales. 80 deg F is not double 40 deg F. In Rankine the ratio is 539.67 / 499.67 = 1.08.

5. Applying the Offset to a Temperature Rise

A 10 deg F rise is a 10 deg R rise. Only full readings get the 459.67 shift.

6. Rounding to 460 Without Saying So

Adding 460 is a handy mental shortcut. It runs 0.33 deg R high, about 0.06 percent at room temperature. State the shortcut when the result goes into a report.

Accuracy and Limitations

The conversion is exact, because 459.67 follows from defined constants. The display rounds only to the decimals you pick.

What it calculates accurately

  • Rankine from Fahrenheit, and Fahrenheit from Rankine in reverse mode
  • The matching Celsius and kelvin values
  • A reverse check and the rule for temperature changes
  • A pasted list of up to 50 readings

What it does not account for

  • Thermometer error or rounding in the reading itself
  • Sources that used 459.7 or 459.69 instead of 459.67
  • Pressure effects on boiling and melting points
  • Celsius values entered by mistake as Fahrenheit

How We Calculate Fahrenheit to Rankine

Method
deg R = deg F + 459.67. Reverse: deg F = deg R - 459.67. Kelvin = deg R / 1.8 and Celsius = (deg F - 32) / 1.8.
Inputs used
A Fahrenheit reading, the direction, the decimals setting and an optional pasted list.
Standards
NIST SP 811 Appendix B.9: T/K = (t/deg F + 459.67)/1.8 and T/K = (T/deg R)/1.8.
Rounding
Answers use the decimals you select. The math keeps the full value until display.
Edge cases
Fahrenheit values below -459.67 and negative Rankine values are blocked. -459.67 deg F returns 0 deg R.
Verdict band
Compares the value with absolute zero, the ice point (32 deg F) and the normal boiling point of water (about 212 deg F).
Sources
NIST SP 811, the NIST Office of Weights and Measures and NASA Glenn (listed below).
Last reviewed
2026-10-02.

Frequently Asked Questions About Fahrenheit to Rankine

What is 0 deg F in Rankine?

0 deg F is 459.67 deg R. The offset itself is the Rankine value of zero Fahrenheit.

What is 100 deg F in Rankine?

100 deg F is 559.67 deg R. Add 459.67 to the Fahrenheit reading and change nothing else.

What is body temperature, 98.6 deg F, in Rankine?

It is 558.27 deg R. The same temperature is 37 deg C and 310.15 K.

Can a Rankine temperature be negative?

No. Rankine starts at absolute zero, so every real temperature is 0 deg R or higher. A negative answer means the Fahrenheit input was below -459.67.

Why is the number 459.67 and not 460?

The ice point is 273.15 K, which is 491.67 deg R, and it sits at 32 deg F. Subtracting 32 from 491.67 leaves 459.67. The value 460 is only a rounded shortcut.

Do I need Rankine or kelvin for my formula?

Use Rankine when the formula is in pounds, feet and Btu, and kelvin when it is in SI units. Both are absolute scales, so either works when the constants match.

How do I convert Fahrenheit to Rankine in a spreadsheet?

Use =A2+459.67 with the Fahrenheit value in A2. Fill the formula down the column to convert a whole log.

Is a Fahrenheit degree the same size as a Rankine degree?

Yes. A change of 1 deg F equals a change of 1 deg R. Only the zero points differ.

Why does my textbook answer differ by 0.03?

The book probably added 459.7 instead of 459.67. Older references and some NASA models use the rounded offset.

Does the converter save what I type?

No. The page does the math locally. The Save button writes only to your own browser, and Clear removes it.

Sources

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This converter is for education and for preparing engineering inputs. The relation is exact, but the Rankine answer is only as reliable as the Fahrenheit reading you start with. For design decisions, use the tables and codes your work requires. Spotted an error? Let us know.

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shakeel-Muzaffar
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Shakeel Muzaffar is the Founder and Editor-in-Chief of MultiCalculators.com, bringing over 15 years of experience in digital publishing, product strategy, and online tool development. He leads the platform's editorial vision, ensuring every calculator meets strict standards for accuracy, usability, and real-world value. Shakeel personally oversees content quality, formula verification workflows, and the platform's commitment to publishing tools that are genuinely useful for students, professionals, and everyday users worldwide.