Module 1: Energy and caloriesLesson 1 of 136 min read
Mifflin-St Jeor vs Harris-Benedict: how the BMR equations differ
A BMR calculator does not measure anything. It plugs your weight, height, age and sex into an equation that researchers fitted to measured data from a group of volunteers. Two equations dominate: Harris-Benedict, first published over a century ago and revised in 1984, and Mifflin-St Jeor from 1990. They look alike but use different numbers. This lesson shows each formula, where it came from, and why the results differ for the same person.
What the equations predict
Basal metabolic rate is the energy the body uses at complete rest. Measuring it needs a lab method such as indirect calorimetry, which works from the gases a person breathes in and out.
A prediction equation is a shortcut. Researchers measure a group, then use regression to find the weights for each input that best match the measurements. The Mifflin paper calls its result resting energy expenditure, or REE. In everyday use, both terms describe the same kind of estimate.
Because each equation is fitted to one sample, it works best for people who resemble that sample. The equations were fitted separately for men and women, which is why the ‘Sex’ input matters.
Harris-Benedict: 1918–1919, revised in 1984
Harris and Benedict published their equations in 1918 and 1919 through the Carnegie Institution. The data came from 239 people, 136 men and 103 women, aged 16 to 63, collected over about ten years.
In 1984 Roza and Shizgal refitted the same form of equation to a larger data set. It held 337 people, 168 men and 169 women, with a wider age range. The calculator uses this revised version.
Harris-Benedict (revised, Roza & Shizgal 1984)
Men: BMR = 88.362 + 13.397 × weight (kg) + 4.799 × height (cm) − 5.677 × age (years). Women: BMR = 447.593 + 9.247 × weight (kg) + 3.098 × height (cm) − 4.330 × age (years). Results are in kcal per day.
Mifflin-St Jeor: 1990
M.D. Mifflin, S.T. St Jeor and colleagues published their equation in the American Journal of Clinical Nutrition in 1990. They measured 498 healthy adults aged 19 to 78, including both normal-weight and obese people, by indirect calorimetry.
Their regression on weight, height, age and sex explained about 71% of the variation in measured REE. Adding relative body weight or fat distribution did not improve it in a meaningful way. Fat-free mass was the strongest single predictor, but most people do not know theirs, so the published equation uses total weight instead.
The paper prints the coefficients as 9.99 for weight and 4.92 for age. The widely used form rounds them to 10 and 5, and that is what the calculator uses. For the man in the example below, the unrounded version gives 1,781.6 kcal, about 2 kcal more.
Mifflin-St Jeor (rounded form)
BMR = 10 × weight (kg) + 6.25 × height (cm) − 5 × age (years) + s, where s = +5 for men and −161 for women. Results are in kcal per day.
Why the results differ
The two equations disagree for three plain reasons. They were fitted to different people, in different decades, with different methods. In the Mifflin study, the Harris-Benedict equations overestimated measured energy expenditure by about 5%.
That finding is not universal. A 2023 study in the journal Metabolites tested both on its own sample and found lower error for Harris-Benedict than for Mifflin-St Jeor. Each test sample favors the equation that fits its people best.
The structure also differs. Harris-Benedict gives men and women separate slopes for weight, height and age. Mifflin-St Jeor uses one set of slopes and moves the whole line by a fixed 166 kcal between men and women.
Same person, two equations
Man, 80 kg (176.4 lb), 180 cm (5 ft 10.9 in), 30 years. Mifflin: 800 + 1,125 − 150 + 5 = 1,780 kcal/day. Harris-Benedict: 88.362 + 1,071.76 + 863.82 − 170.31 = 1,853.6, shown as 1,854 kcal/day. Woman, 60 kg, 165 cm, 30 years: Mifflin 1,320 kcal/day (1,320.25), Harris-Benedict 1,384 kcal/day (1,383.7).
Reading the two numbers side by side
The calculator shows both results at once (plus two lean-mass equations if you add ‘Body fat %’), and the ‘Formula’ setting picks which one leads. In the two examples above, the gap is 74 kcal for the man and 64 kcal for the woman.
Neither number is your true BMR. Each is the average for people in the original sample with your weight, height, age and sex. Individuals vary around that average, partly because two people of the same weight can carry very different amounts of muscle. The equations are for adults, and they are not made for pregnancy or medical conditions that change metabolism.
Enter your details and see both estimates side by side, with the full arithmetic under the result.
BMR calculatorQuick check
Three questions. Pick an answer to see why.
How many adults did Mifflin and colleagues measure to build their 1990 equation?
Show the answer
Answer: 498 The paper used 498 healthy adults aged 19 to 78.
In Mifflin-St Jeor, what separates the result for a man from the result for a woman of the same weight, height and age?
Show the answer
Answer: A fixed constant: +5 for men, −161 for women The gap is always 166 kcal per day.
Why does the same person get two different BMR estimates?
Show the answer
Answer: The equations were fitted to different groups with different methods Each set of coefficients reflects the sample it came from.
Math, not advice
These guides explain published formulas and reference values. They are not medical advice, and the formulas aren't made for pregnancy, children or medical conditions. Each guide shows the date it was last checked.
Sources
- Mifflin MD, St Jeor ST, et al. A new predictive equation for resting energy expenditure in healthy individuals. Am J Clin Nutr 1990;51:241–247 (AGRIS record)
- Revised Harris–Benedict Equation: New Human Resting Metabolic Rate Equation. Metabolites 2023;13(2):189
- Richtlijnendatabase – Harris & Benedict formula (Roza & Shizgal 1984)
Last checked October 27, 2026