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cm
kg
Primary Mosteller BSA
1.844 m²
Standard Adult Range (Avg: 1.7 m² F / 1.9 m² M)

Multi-Formula Clinical Comparison

Mosteller Formula: 1.844 m²
Du Bois & Du Bois: 1.849 m²
Haycock Formula: 1.856 m²
Gehan & George: 1.858 m²
Boyd Formula: 1.846 m²
💡 Clinical Utility: Used for cardiac output indexation ($CI = CO / BSA$) and chemotherapeutic drug dose adjustment.

The Science and Clinical Application of Body Surface Area (BSA)

In clinical medicine, pharmacology, and physiology, Body Surface Area (BSA) represents the total external surface area of the human body. BSA is widely recognized as a more accurate physiological metric than simple total body weight because basal metabolic rate, cardiac index, renal glomerular filtration rate (eGFR), and vascular blood volume scale proportionally with surface area.

Standard Clinical BSA Formulas

Formula Name Mathematical Formulation Clinical Context
Mosteller (1987) $$\text{BSA} = \sqrt{\frac{\text{Height (cm)} \times \text{Weight (kg)}}{3600}}$$ Standard clinical worldwide consensus formula
Du Bois & Du Bois (1916) $$\text{BSA} = 0.007184 \times \text{Height}^{0.725} \times \text{Weight}^{0.425}$$ Historical gold standard in metabolic research
Haycock (1978) $$\text{BSA} = 0.024265 \times \text{Height}^{0.3964} \times \text{Weight}^{0.5378}$$ Widely utilized in pediatric oncology and nephrology
Gehan & George (1970) $$\text{BSA} = 0.0235 \times \text{Height}^{0.42246} \times \text{Weight}^{0.51456}$$ Empirically derived cancer chemotherapy benchmark

Average Human BSA Values

Frequently Asked Questions (FAQ)

Why is the Mosteller formula so popular in modern hospitals?

The Mosteller formula provides high accuracy while requiring simple square-root arithmetic, making it standard for electronic health records (EHR) and bedside clinical calculations.

How does BSA relate to the Cardiac Index?

The Cardiac Index (CI) normalizes cardiac output (liters/min) against body surface area ($CI = \text{Cardiac Output} / \text{BSA}$), with normal resting values between 2.6 and 4.2 L/min/m².

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