Lean Body Mass Calculator

Work out how much of your body weight is not fat — muscle, bone, organs, blood and skin — from your height, weight and sex. Four published formulas are shown side by side, because they rarely agree exactly and the gap between them is the honest measure of how rough any estimate is.

%Just enter your values below — results update automatically.
Sex
Age 14 or under
Height
feet
inches
Weight
pounds
Lean body mass — Boer formula
 

Estimated lean body mass by formula:

FormulaLean Body MassBody Fat

Your numbers, step by step

Every formula takes weight in kilograms and height in centimeters, so US entries are converted first. Results are shown back in the units you typed.

Where the formulas come from
Boer (1984)
Men 0.407W + 0.267H − 19.2, women 0.252W + 0.473H − 48.3. Derived for scaling body-fluid volumes; it is the equation radiology departments reach for when dosing CT contrast by lean weight.
James (1976)
Men 1.1W − 128(W/H)², women 1.07W − 148(W/H)². The only one of the four with a squared term, which is why it falls away sharply at high weight-for-height.
Hume (1966)
Men 0.3281W + 0.33929H − 29.5336, women 0.29569W + 0.41813H − 43.2933. The oldest of the set and generally the most conservative reading.
Peters (2011)
eECV = 0.0215 × W0.6469 × H0.7236, then LBM = 3.8 × eECV. Built for children around 13–14 and under, and it does not split by sex. It appears in the table only when you answer yes to the age question.

W is weight in kilograms, H is height in centimeters.

What lean body mass counts

Step on a scale and you get one number that quietly bundles together two very different things. Part of that weight is stored fat. The rest — skeletal muscle, the skeleton itself, your organs, blood, skin, tendons and the water held inside all of them — is lean body mass. The scale cannot tell them apart, which is why two people at identical weights can look and perform nothing alike.

For most adults the lean portion lands somewhere around 60 to 90 percent of total weight, with men typically sitting higher in that band than women. That range is wide because it has to cover a sedentary office worker and a competitive rower, and it is worth noticing that the band is wide rather than treating any single point in it as a target.

One wrinkle sits inside the definition. Lean body mass is not fat-free: it includes the essential fat woven into cell membranes, bone marrow and nervous tissue, the small quantity your body cannot function without. Only stored fat is excluded. That distinction sounds academic until you compare figures from two sources that define the term differently, which is common enough that it gets its own section below.

Why four formulas, not one

A calculator showing one answer implies a settled question. Lean body mass is not settled. Nobody can weigh your muscle and bone separately without equipment, so every estimate here is a statistical shortcut: researchers measured body composition directly in a group of volunteers, then fitted an equation that predicts the result from height, weight and sex alone.

Change the volunteers and you change the equation. Hume published in 1966 working from cadaver analysis. James followed in 1976 out of a large British obesity study. Boer arrived in 1984 from work on normalizing body-fluid volumes. Each fitted its own population using the measurement technology of its own decade, and none was trying to produce a universal constant.

Boer, 1984
men   eLBM = 0.407W + 0.267H − 19.2
women eLBM = 0.252W + 0.473H − 48.3

James, 1976
men   eLBM = 1.1W − 128 × (W / H)2
women eLBM = 1.07W − 148 × (W / H)2

Hume, 1966
men   eLBM = 0.32810W + 0.33929H − 29.5336
women eLBM = 0.29569W + 0.41813H − 43.2933

Peters, 2011 — children, no sex split
eECV = 0.0215 × W0.6469 × H0.7236
eLBM = 3.8 × eECV

Where W and H come from
W is weight in kilograms, H is height in centimetres.
pounds ÷ 2.2046 = kilograms  ·  inches × 2.54 = centimetres

So this page shows all of them rather than picking a winner and hiding the rest. Boer heads the result card because it is the most widely cited of the three and the one clinical guidance most often points to, but it is a default, not a verdict. James carries a squared weight-to-height term, which makes it behave differently from the other two: it tracks them closely through ordinary body sizes and then drops away sharply once weight climbs relative to height. Hume, the oldest, tends to read lowest.

Reading a spread instead of a number

The most useful line on the result card is not any single figure — it is the gap between the highest and lowest. Enter your own numbers and you will typically see a few pounds separating the formulas. That spread is not a bug in the arithmetic. It is a fair picture of how much genuine disagreement exists among published methods about a body like yours.

Treat it the way you would treat a poll's margin: the honest reading is a band, not a decimal. If three equations built from three different populations land within four pounds of each other, that agreement is meaningful. If you push the inputs toward unusual proportions and the spread balloons, that is the formulas telling you they are extrapolating past the people they were built from.

This also makes a practical point about tracking. If you plan to watch this number over months, stick to one formula throughout. Switching between them mid-way introduces a step change that has nothing to do with your body. The trend within a single formula is far more informative than the absolute value from any of them.

Lean body mass and fat-free mass are not synonyms

These two phrases get swapped freely, including by sources that ought to be careful, and the difference is small but real. Fat-free mass excludes every scrap of fat in the body, essential fat included. Lean body mass keeps the essential fat and excludes only what is stored. Subtract essential fat from lean body mass and you land on fat-free mass.

The size of that gap is a few percent in men and a larger, more variable share in women, since women carry more essential fat as a matter of normal physiology. Published estimates of the difference vary depending on how each source draws the line, which is itself a reason to check which quantity a given tool reports before comparing its output with anything from elsewhere.

Why it matters in practice: a body-composition scan and a formula-based estimate may be answering slightly different questions, so a discrepancy between them is not automatically an error in either. Read the label before concluding one of them is wrong.

Who actually uses this number

Outside of fitness circles, the main users of lean body mass are clinicians, and their reason is drug dosing. Many medications distribute through lean tissue rather than fat, so scaling a dose to total body weight can substantially overshoot in someone carrying a lot of stored fat. Water-soluble drugs and several anesthetic agents are dosed against lean mass for exactly this reason.

Radiology gives a concrete example. When contrast media are dosed for CT scanning, published work comparing the formulas in patients with high body mass index found the Boer equation produced better enhancement than James, and Boer is generally the one recommended for that job. That is a narrow, specific application, but it explains why an equation from 1984 is still in routine use rather than being retired.

For everyday fitness purposes the number is more useful as a direction than a destination. During a period of weight loss, the question worth asking is not what your lean mass is but whether it is holding steady while total weight falls — a drop in both usually means the approach is costing more than it should.

The children's formula and why it is separate

Answer yes to the age question and a fourth row appears at the top of the table, from a formula published by Peters and colleagues in 2011 for children around thirteen or fourteen and under. It works in two steps: estimate extracellular fluid volume from weight and height, then scale that up to lean mass.

Two things about it are worth noticing. It does not split by sex, unlike all three adult equations, because before puberty the body-composition differences those equations encode have not yet developed. And it was built specifically for growing bodies, where the proportions of water, bone and muscle shift continuously with age in ways that an equation fitted to adults simply does not model.

The adult formulas still appear underneath it for comparison, which is worth understanding rather than misreading: they are shown so you can see how far off an adult equation lands on a child, not because they are alternatives to choose between. For a child, Peters is the applicable row. Anything involving a child's growth or body composition belongs with a pediatrician rather than a calculator.

What this calculator cannot see

Every estimate here comes from four inputs: height, weight, sex and whether you are a child. That is the whole picture the formulas get, and the consequences are worth being blunt about.

It cannot see training. A powerlifter and a sedentary person of identical height, weight and sex receive identical estimates, even though their actual lean mass differs enormously. This is the single biggest limitation, and it points the wrong way for exactly the people most interested in the number.

It cannot see body shape, frame size, ancestry or age among adults. It was not built for pregnancy, for people with substantial fluid retention, or for amputees. And pushed far outside ordinary human proportions the equations stop behaving sensibly — the James formula in particular can return a negative figure at extreme weight-for-height, which is not a claim about anyone's body but a sign that a curve fitted to real people has been extended somewhere no people were measured.

If you need an actual measurement rather than an estimate, that means a DEXA scan, hydrostatic weighing, air-displacement plethysmography, or skinfold calipers used by someone trained in the protocol. Those measure. This calculates.

Frequently asked questions

How do I calculate lean body mass?

Every formula on this page converts your weight to kilograms and your height to centimeters, then applies coefficients specific to your sex. The Boer equation for men, for example, is 0.407 times weight in kilograms plus 0.267 times height in centimeters, minus 19.2. The step-by-step card under the calculator shows your own figures being substituted into each one, so you can follow or reproduce the arithmetic yourself.

Which lean body mass formula is most accurate?

There is no single answer that holds for everyone, because each equation was fitted to a different group of people. Boer is the most widely cited and is the one clinical guidance most often points to, which is why it leads the result card here. What matters more than picking a winner is staying with one formula if you intend to track the number over time.

What is a good lean body mass percentage?

Lean mass usually accounts for roughly 60 to 90 percent of body weight in adults, and men typically sit higher in that band than women. There is no single healthy figure to aim at, and treating a point in that range as a goal is not what the number is for. It is far more informative as something you watch for change over time than as a score to hit.

Is lean body mass the same as muscle mass?

No, and the gap is larger than most people expect. Lean body mass includes your skeleton, organs, blood, skin, connective tissue and the water held in all of them, alongside skeletal muscle. Muscle is only a portion of the total, so a change in lean mass is not automatically a change in muscle — shifts in hydration alone can move it.

Why do the four formulas give me different answers?

Because they were built from different groups of people, in different decades, using the measurement methods available at the time. Hume came from cadaver analysis in 1966, James from a British obesity study in 1976, Boer from fluid-volume research in 1984. None was designed to agree with the others, and the spread between them on your own figures is a reasonable estimate of how uncertain any single answer is.

Can I use this calculator for a child?

Answer yes to the age question and the Peters formula appears, which was published for children of about thirteen or fourteen and under and does not split by sex. The adult formulas remain in the table only for comparison. For anything involving a child's growth or body composition, a pediatrician is the right place to take the question.

Do I need my body fat percentage to use this?

No. This calculator works the other way around: it estimates lean mass from height, weight and sex, then reports the remaining share of your weight as body fat. If you already have a measured body fat percentage from a scan or calipers, that measurement is the better number, and subtracting it from your weight will give you a more reliable lean mass than any formula here.

This calculator provides statistical estimates derived from published equations, not measurements of your body, and it is not medical advice. Lean body mass figures produced from height and weight alone cannot account for your training history, frame, ancestry or health conditions. Do not use these numbers to make decisions about medication dosing, nutrition or treatment — those belong with a qualified healthcare professional who can assess your individual situation. Learn more about how we build our calculators and read our privacy policy.