Health / CALCULATOR

Ideal Weight Calculator

Compare historical adult reference-weight equations for a given height.

Devine, Robinson, Miller and Hamwi produce different estimates. No one result defines the right or healthy weight for an individual.

Your calculation

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Adult reference equations for heights at or above 5 ft (152.4 cm).

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Use a decimal point. For single values, enter 1500 rather than 1,500.
YOUR RESULT · Calculating…

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Calculated with unrounded values. Display precision follows each result.

No formula defines a universally ideal weight. This tool is not for children, pregnancy or medication dosing.
THE WORKING

How this calculator works

These height-based equations arose in clinical and population-reference settings and do not measure body composition or health. This comparison is restricted to heights at or above 5 ft, avoiding extrapolation below their usual baseline. Sex-specific coefficients follow the original equations; estimates must not be used to set medication doses.

The formula

Let h = height in inches − 60.
Devine (kg): male 50 + 2.3h; female 45.5 + 2.3h
Robinson (kg): male 52 + 1.9h; female 49 + 1.7h
Miller (kg): male 56.2 + 1.41h; female 53.1 + 1.36h
Hamwi (lb): male 106 + 6h; female 100 + 5h; multiply by 0.45359237 for kg.

A quick example

At 5 ft (152.4 cm), the male equations give Devine 50.0 kg, Robinson 52.0 kg, Miller 56.2 kg and Hamwi approximately 48.1 kg.

How to use this calculator

  1. Enter height of at least 152.4 cm.
  2. Choose the sex coefficient used by the historical formulas.
  3. Compare the estimates without treating any value as a personal target.

A few common questions

Which estimate is medically ideal?
None is a universal personal ideal. Health and suitable weight vary with individual circumstances.
Why are the formulas different?
They use different historical assumptions, datasets and coefficients.
Can I use this for children or dosing?
No. This informational comparison is not a pediatric growth assessment or medication-dosing tool.

Reference: Peterson et al. (2016), comparison of reference-weight equations

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