Calculate your Body Surface Area using three clinically validated formulas: Du Bois, Mosteller, and Haycock. Essential for drug dosing, burn assessment, and renal function evaluation.
Enter your height and weight to calculate Body Surface Area
Reference table showing approximate BSA (m²) using the Du Bois formula for common height and weight combinations.
| Height / Weight | 50 kg (110 lbs) |
60 kg (132 lbs) |
70 kg (154 lbs) |
80 kg (176 lbs) |
90 kg (198 lbs) |
100 kg (220 lbs) |
110 kg (243 lbs) |
120 kg (265 lbs) |
|---|
Values calculated using the Du Bois formula: BSA = 0.007184 × W0.425 × H0.725. Average adult BSA is approximately 1.7 m².
Body Surface Area (BSA) is a measurement of the total surface area of the human body, expressed in square meters (m²). It is a calculated value derived from a person's height and weight, and it serves as a more accurate indicator of body size than weight alone for many clinical applications.
The concept of measuring body surface area dates back to the early 1900s. Researchers recognized that many physiological processes -- including heat production, drug metabolism, oxygen consumption, and blood flow -- correlate more closely with body surface area than with body weight. This observation led to the development of mathematical formulas to estimate BSA without direct measurement.
Direct measurement of body surface area is extremely difficult and impractical in clinical settings. Historically, it required coating the body in a material (such as plaster), peeling it off, and measuring the area of the resulting mold. Modern estimation formulas provide clinically useful approximations using only easily measured inputs: height and weight.
The average adult BSA is approximately 1.7 m². Men tend to have a slightly higher average BSA (approximately 1.9 m²) than women (approximately 1.6 m²), reflecting average differences in height and weight. Newborns typically have a BSA of about 0.25 m², which increases to approximately 1.0 m² by age 10.
Body Surface Area is one of the most important clinical measurements in modern medicine. Its applications span oncology, nephrology, cardiology, burn medicine, and pharmacology. Here are the primary reasons BSA is so clinically significant:
BSA is the standard basis for calculating doses of chemotherapy agents and many other medications. Most cytotoxic drugs have a narrow therapeutic index -- the difference between an effective dose and a toxic dose is small. BSA-based dosing helps normalize drug exposure across patients of different sizes, reducing the risk of under-dosing (ineffective treatment) or over-dosing (dangerous toxicity).
Common chemotherapy drugs dosed by BSA include carboplatin, cisplatin, doxorubicin, paclitaxel, and 5-fluorouracil. Drug doses are typically expressed as mg/m² -- for example, a standard dose might be "175 mg/m² of paclitaxel." For a patient with a BSA of 1.8 m², this translates to a total dose of 315 mg.
In burn medicine, BSA is critical for estimating the percentage of Total Body Surface Area (TBSA) affected by burns. The "Rule of Nines" divides the body into regions, each representing approximately 9% (or multiples of 9%) of total BSA. Accurate burn area estimation guides fluid resuscitation -- the Parkland formula calculates the amount of IV fluids needed in the first 24 hours as 4 mL × body weight (kg) × % TBSA burned.
The Glomerular Filtration Rate (GFR), a key measure of kidney function, is standardized to a BSA of 1.73 m². This standardization allows comparison of kidney function between individuals of different body sizes. When you see a GFR value reported by a lab, it is typically expressed as mL/min/1.73 m². For dosing medications that depend on kidney function, the GFR may need to be "de-normalized" using the patient's actual BSA.
The cardiac index normalizes cardiac output by BSA, providing a more size-independent measure of heart function. A normal cardiac index is 2.5-4.0 L/min/m². Without BSA normalization, cardiac output values are difficult to compare between patients of different sizes.
Several formulas have been developed to estimate BSA. Our calculator uses the three most widely validated and clinically important formulas. All three require only height and weight as inputs.
The Du Bois formula is the oldest and most widely used BSA formula in clinical practice. It was developed by D. Du Bois and E.F. Du Bois using direct surface area measurements from nine individuals. Despite the small original sample size, the formula has proven remarkably robust across decades of clinical use.
BSA (m²) = 0.007184 × Weight(kg)0.425 × Height(cm)0.725
Strengths: Most widely accepted in clinical practice. Used by the majority of medical institutions and drug manufacturers for dosing calculations. Extensive clinical validation over more than a century.
Limitations: Developed from a very small sample. May slightly overestimate BSA in obese patients and underestimate it in very thin individuals.
The Mosteller formula was published by R.D. Mosteller in the New England Journal of Medicine in 1987 as a simplified alternative to the Du Bois formula. Its primary advantage is mathematical simplicity -- it uses a square root calculation, making it easy to compute by hand or with a basic calculator.
BSA (m²) = √(Height(cm) × Weight(kg) / 3600)
Strengths: Simpler to calculate. Produces results very close to the Du Bois formula for most adults. Widely used in pediatric settings and emergency medicine where rapid calculation is important.
Limitations: A simplification that sacrifices some accuracy at the extremes of height and weight. Less clinically validated than Du Bois.
The Haycock formula was developed by G.B. Haycock, G.J. Schwartz, and D.H. Wisotsky specifically to be more accurate for infants and children. It was derived from a larger dataset that included pediatric subjects, making it the preferred formula when calculating BSA in pediatric populations.
BSA (m²) = 0.024265 × Weight(kg)0.5378 × Height(cm)0.3964
Strengths: More accurate for children and infants. Developed from a more diverse sample that included pediatric subjects. Recommended by many pediatric oncology protocols.
Limitations: May be slightly less accurate than Du Bois for very tall or very heavy adults. Less commonly used in general adult medicine.
For adults: Du Bois (standard) or Mosteller (quick estimate). For children: Haycock. Always use the formula specified by the drug manufacturer or your institution's protocol.
Body Surface Area (BSA) and Body Mass Index (BMI) are both derived from height and weight, but they serve fundamentally different purposes and should not be confused.
| Characteristic | BSA (Body Surface Area) | BMI (Body Mass Index) |
|---|---|---|
| What it measures | Estimated total skin surface area | Ratio of weight to height squared |
| Units | Square meters (m²) | kg/m² |
| Purpose | Clinical dosing, physiological calculations | Weight status classification (health screening) |
| Has categories? | No (continuous value) | Yes (underweight, normal, overweight, obese) |
| Common formulas | Du Bois, Mosteller, Haycock | Weight / Height² |
| Primary users | Physicians, pharmacists, nurses | Physicians, public health, general public |
| Typical range | 1.2 - 2.4 m² (adults) | 15 - 40+ kg/m² |
Key point: BSA is a clinical tool for calculating treatment parameters. BMI is a screening tool for weight-related health risk. A person's BSA tells you nothing about whether their weight is healthy, and their BMI tells you nothing about their body surface area. Both are useful, but for entirely different purposes.
Interestingly, while both BSA and BMI use height and weight, they scale differently. BMI increases when weight goes up (relative to height), reflecting the "heaviness" ratio. BSA also increases with weight, but it does so more gradually because it estimates a physical area. A doubling of body weight does not double BSA -- it increases BSA by roughly 34% (using the Du Bois formula, since weight is raised to the 0.425 power).
BSA is used across multiple medical disciplines. Here is a detailed look at its most important clinical applications:
The majority of chemotherapy regimens use BSA-based dosing. Oncologists calculate the drug dose by multiplying the standard dose per m² by the patient's BSA. For example:
Some studies have questioned whether BSA-based dosing is truly optimal, noting that BSA explains only a small fraction of the variability in drug pharmacokinetics between patients. However, it remains the standard practice, and most clinical trial protocols specify BSA-based dosing.
The Parkland formula for burn resuscitation requires accurate TBSA burn estimation. The formula calculates the volume of crystalloid fluid (typically Ringer's lactate) needed in the first 24 hours:
Fluid (mL) = 4 × body weight (kg) × % TBSA burned
Half of the calculated fluid volume is given in the first 8 hours, and the remaining half over the next 16 hours. Accurate BSA knowledge is essential for calculating the percentage of the body affected.
GFR is standardized to a BSA of 1.73 m² (a historical value representing the average BSA from a 1927 study). To adjust GFR for a specific patient's BSA:
Adjusted GFR = Reported GFR × (Patient BSA / 1.73)
This adjustment is particularly important for patients with BSA significantly different from 1.73 m² -- such as very small or very large individuals -- when making drug dosing decisions based on renal function.
The cardiac index (CI) normalizes cardiac output by BSA, allowing comparison across patients of different sizes:
Cardiac Index = Cardiac Output (L/min) / BSA (m²)
A normal cardiac index is 2.5-4.0 L/min/m². Values below 2.2 L/min/m² may indicate cardiogenic shock or severe heart failure.
While BSA formulas are widely used and clinically useful, they have important limitations that clinicians and patients should understand:
Despite these limitations, BSA remains the standard for many clinical calculations. When using BSA for treatment decisions, always follow your institution's protocols and the drug manufacturer's recommendations.
Common questions about Body Surface Area and how to interpret your results.
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