Wilks Calculator
Compare your pound-for-pound powerlifting strength with Wilks Classic (1994) and Wilks-2 (2020). IPF-sanctioned meets now use IPF GL Points, but Wilks remains widely used for training benchmarks and historical comparison.

How the Wilks Calculator Works
What Is a Wilks Score?
The Wilks score normalizes your powerlifting total against body weight so lifters in different weight classes can be compared. Classic Wilks (1994) uses a 500-base fifth-degree polynomial; Wilks-2 (2020) recalibrated coefficients with a 600-base formula for modern raw competition data. These scores are not interchangeable with each other or with IPF GL Points.
Wilks Classic vs Wilks-2
Wilks Classic (1994): Coefficient = 500 ÷ (a + b×BW + c×BW² + d×BW³ + e×BW⁴ + f×BW⁵)
Wilks-2 (2020): Same polynomial structure with updated constants and a 600 numerator, reducing bias at extreme body weights.
Some federations (e.g., Powerlifting Australia) adopted Wilks-2; IPF-sanctioned events use
IPF GL Points since May 2020.
When to Use Each Formula
- Wilks Classic — historical comparisons, legacy rankings, and federations still on the original formula.
- Wilks-2 — modern raw comparisons where the 2020 recalibration is preferred.
- IPF GL — required for IPF and affiliated federation best-lifter awards (not calculated here).
What Your Score Means
Classic Wilks Benchmarks (Approximate)
These are rule-of-thumb population markers for raw lifters — not federation qualification standards.
- Male: Beginner <200 · Novice 200–299 · Intermediate 300–399 · Advanced 400–449 · Elite 450–549 · World-class 550+
- Female: Beginner <150 · Novice 150–249 · Intermediate 250–349 · Advanced 350–449 · Elite 450–549 · World-class 550+
Male and female scores use different coefficients; a 400 Wilks for men and women reflects comparable relative strength within each sex.
Formula Coefficients
Male Classic: a = −216.0475144, b = 16.2606339, c = −0.002388645, d = −0.00113732, e = 7.01863×10⁻⁶, f = −1.291×10⁻⁸
Female Classic: a = 594.31747775582, b = −27.23842536447, c = 0.82112226871, d = −0.00930733913, e = 4.731582×10⁻⁵, f = −9.054×10⁻⁸
Wilks-2 constants differ entirely — see
Wilks coefficient reference for the 2020 values.
Research & References
Wilks vs IPF Formula Comparison
Comtois & Comtois (2020, PMC) analyzed 26,472 OpenPowerlifting results and found the Wilks formula correctly ranked cross-class champions in 54.1% of comparisons versus 52% for the 2019 IPF formula — a slight edge, not a definitive mandate to replace IPF GL.
Original Wilks Validation
Vanderburgh & Batterham (1999, Med Sci Sports Exerc) validated the Wilks coefficient against IPF World Championship data from 1996–1997, confirming low systematic bias across weight classes at that time.
Why Wilks Needed Revision
Khudayarov (2019, arXiv) demonstrated that unrevised Classic Wilks coefficients — fitted to 1987–1994 equipped data — produce biased score distributions for modern raw lifters, motivating the Wilks-2 recalibration in 2020.
Competition Factors Affecting Wilks Totals
Coker et al. (2018, Int J Perform Anal Sport) used Wilks points as an outcome measure at USA Powerlifting Nationals and found that body mass within a weight class and successful squat/bench attempts were significant predictors of Wilks totals — highlighting that meet strategy affects your score, not just raw strength.
Current IPF Scoring Standard
The IPF GL Formula (2020) replaced Wilks for all IPF-sanctioned events. It uses an exponential model: Points = Total × (100 ÷ (A − B × e^(−C × bodyweight))), with separate constants for classic/equipped and single-lift events.
Frequently Asked Questions
Related
- Barbell Racking Calculator
- IPF Calculator
- DOTS Calculator
- One-Rep (1RM) Max Calculator
- One-Rep Max (1RM) Bench Press Calculator
References
- Ferland PM, Allard MO, Comtois AS. Efficiency of the Wilks and IPF Formulas at Comparing Maximal Strength Regardless of Bodyweight through Analysis of the Open Powerlifting Database. Int J Exerc Sci. 2020 Sep 1;13(4):567-582. doi: 10.70252/XGHM8852. PMID: 33042369; PMCID: PMC7523908.
- Coker, Nicholas & Varanoske, Alyssa & Baker, Kayla & Hahs-Vaughn, Debbie & Wells, Adam. (2018). Predictors of competitive success of national-level powerlifters: a multilevel analysis. International Journal of Performance Analysis in Sport. 18. 1-10. 10.1080/24748668.2018.1519751.
- Vanderburgh PM, Batterham AM. Validation of the Wilks powerlifting formula. Med Sci Sports Exerc. 1999 Dec;31(12):1869-75. doi: 10.1097/00005768-199912000-00027. PMID: 10613442.
- Keogh JW, Hume PA, Pearson SN, Mellow PJ. Can absolute and proportional anthropometric characteristics distinguish stronger and weaker powerlifters? J Strength Cond Res. 2009 Nov;23(8):2256-65. doi: 10.1519/JSC.0b013e3181b8d67a. PMID: 19826300.

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