Jackson-Pollock 3-Site Body Density Calculator (Men)

Calculates body density using the Jackson-Pollock 3-site skinfold formula for men.

Calculates body density using the Jackson-Pollock 3-site skinfold formula for men. Enter your Sum of 3 Skinfolds (Chest + Abdomen + Thigh), Age to get an instant body density. Formula: round(1.10938 - (0.0008267 * skinfold_sum) + (0.0000016 * pow(skinfold_sum, 2)) - (0.0002574 * age), 4).

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How It Works

How It Works

This calculator estimates body density using the Jackson-Pollock 3-site formula for men. You enter the total of three skinfold measurements (chest, abdomen, and thigh) in millimeters, along with your age in years.

The formula applies specific coefficients to your total skinfold value and age. It also includes a small adjustment that accounts for the squared skinfold sum to improve accuracy. The final result is rounded to four decimal places.

  • Add chest, abdomen, and thigh skinfolds to get the total (in mm)
  • Multiply the total by a fixed constant
  • Square the total and multiply by a small adjustment factor
  • Subtract an age-based adjustment
  • Round the final result to 4 decimal places

Understanding the Results

The result is your estimated body density, shown in grams per cubic centimeter (g/cm³). Body density reflects how much of your body is made up of fat mass versus lean mass.

Higher body density generally indicates a lower body fat percentage, while lower body density suggests a higher body fat percentage. This value is often used as a step toward estimating overall body fat percentage.

  • Higher body density usually means lower body fat
  • Lower body density usually means higher body fat
  • Results are specific to men using the 3-site method
  • Small changes in skinfold totals can affect the result
  • Body density is often used to calculate body fat percentage

Frequently Asked Questions

What does the Jackson-Pollock 3-site body density calculator measure?

This calculator estimates body density using the Jackson-Pollock 3-site skinfold formula for men. Body density is a key value used to estimate body fat percentage through additional formulas. It is based on measurements from the chest, abdomen, and thigh along with age.

When should I use the 3-site skinfold formula?

You should use this formula if you are a male and have accurately measured skinfold thickness at the chest, abdomen, and thigh. It is commonly used in fitness assessments and sports performance testing. This method is appropriate for adults and provides reliable estimates when measurements are taken correctly.

How do I measure the three skinfold sites correctly?

Use calibrated skinfold calipers to measure the thickness of the skin and subcutaneous fat at the chest, abdomen, and thigh. Take each measurement on the right side of the body and record values in millimeters. For best accuracy, take at least two measurements at each site and use the average.

Why does age affect the body density calculation?

The Jackson-Pollock formula includes age because body composition changes naturally over time. As men age, fat distribution and tissue density tend to shift. Including age improves the accuracy of the estimated body density.

What does the body density result mean?

Body density is expressed in grams per cubic centimeter (g/cm³). Higher body density generally indicates a lower body fat percentage, while lower density suggests higher body fat. To convert body density into body fat percentage, an additional formula such as the Siri equation is required.

How accurate is the Jackson-Pollock 3-site method?

When performed correctly by a trained professional, the 3-site method provides reasonably accurate estimates for most men. However, accuracy depends heavily on proper measurement technique and caliper quality. It is best used for tracking changes over time rather than as a precise medical measurement.

Disclaimer

This health calculator is for informational purposes only and is not a substitute for professional medical advice, diagnosis, or treatment. Disclaimer.

Created by CalcLearn Team Reviewed for accuracy Last updated: Jun 15, 2026

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