Ideal Weight Calculator
Calculate ideal body weight using Robinson, Miller, Devine, Hamwi formulas plus healthy BMI range standards for men and women.
The ideal weight based on popular formulas:
Ideal Weight Value Comparison Chart
Fill your age, gender and height then click Calculate to view all ideal weight formula results
Complete Ideal Weight Calculator Guide, Formulas & Definitions
1. What Is Ideal Body Weight?
Ideal weight is a theoretical standard body mass value calculated from historical population height-gender formulas. These equations estimate a healthy baseline weight range associated with low chronic disease risk in adult populations. Calculations ignore body composition (muscle vs fat), so results are generalized population estimates, not personalized medical targets.
2. Four Classic Historical Ideal Weight Formulas
Hamwi Formula (1964) – Most widely used clinical standard
Male: 106 lbs + 6 lbs per inch over 5 feet
Female: 100 lbs + 5 lbs per inch over 5 feet
Devine Formula (1974) – Used for medication dosage calculation
Male: 50 kg + 2.3 kg per inch over 5 feet
Female: 45.5 kg + 2.3 kg per inch over 5 feet
Robinson Formula (1983) – Updated population study revision
Male: 52 kg + 1.9 kg per inch over 5 feet
Female: 49 kg + 1.7 kg per inch over 5 feet
Miller Formula (1983) – Alternative 1983 cohort research formula
Male: 56.2 kg + 1.41 kg per inch over 5 feet
Female: 53.1 kg + 1.36 kg per inch over 5 feet
3. Healthy BMI Reference Weight Range
The final table row returns the weight range corresponding to WHO standard healthy BMI (18.5 – 24.9). This metric accounts for modern public health research and provides a wider, more flexible healthy weight band compared to single-value historical formulas.
BMI = Weight (kg) / Height (m)²
Healthy Range: BMI 18.5 ~ 24.9
4. Input Field Explanations
- Age: Valid range restricted to 2–80 years old. Ideal weight formulas are designed for adults; results for children under 18 are for reference only, not pediatric growth standards.
- Gender: All four core formulas use separate constants for male and female physiology, as baseline skeletal frame mass differs between sexes.
- Height: Full standing barefoot height, converted to total inches for unified formula calculation logic.
5. Output Result Row Definitions
- Robinson (1983): Revised 1983 population study ideal weight single value
- Miller (1983): Secondary 1983 research cohort formula single weight estimate
- Devine (1974): Gold standard formula for medical drug dosage body weight calculations
- Hamwi (1964): Oldest and most recognized clinical ideal weight formula used in dietetics
- Healthy BMI Range: Min/max weight matching global healthy BMI 18.5–24.9 standard
6. Calculator Button & Tab Function Reference
- Calculate Button: Validates all input height/age/gender values, executes all four historical ideal weight formulas, computes healthy BMI min/max range, populates result table and renders comparison bar chart of all formula outputs.
- Clear Button: Resets all input fields to the sample screenshot default values, hides result panel and clears chart canvas data.
- Unit Tabs (US / Metric / Other): Switches measurement input format, preserves gender and age selections when switching unit modes.
7. Key Limitations of Ideal Weight Formulas
All historical formulas only use height and gender as inputs and ignore critical variables: muscle mass, bone frame size, body fat percentage, age, ethnicity and pregnancy. Athletes with high lean muscle mass will register above "ideal weight" despite low body fat, while older adults with low muscle may fall below formula targets with excess adipose tissue. These values are population averages, not personalized health benchmarks.
8. How To Interpret The Results
Use the range between the lowest and highest single formula values as a loose target band. Prioritize the Healthy BMI range row for modern public health guidance. For athletic, geriatric or pediatric populations, consult a registered dietitian for personalized body composition goals instead of relying solely on these height-based equations.