Deadlift Calculator
The deadlift is one of the most effective measures of total body strength. Knowing your estimated one-rep max (1RM) allows you to program training loads with precision — whether you are peaking for a meet, running a percentage-based strength cycle, or simply tracking progress over time. Rather than attempting a true max pull, which carries a higher injury risk, you can accurately estimate your 1RM from a heavier working set using the well-validated Epley and Brzycki formulas.
Quick Answer
Your deadlift 1RM is estimated from a submaximal set. Epley: 1RM = weight × (1 + reps ÷ 30). Brzycki: 1RM = weight × (36 ÷ (37 − reps)). Average both for a reliable estimate.
These results are estimates based on general formulas and are not a substitute for professional medical advice. Consult a healthcare provider before making health decisions.
How the Formula Works
Load a weight you can lift for 2 to 10 reps with solid form and near-maximal effort. Record the weight used and the number of reps completed.
weight = load lifted, reps = repetitions completedApply the Epley formula: multiply the weight by the quantity one plus reps divided by 30.
1RM (Epley) = weight × (1 + reps ÷ 30)Apply the Brzycki formula: multiply the weight by 36 divided by the quantity 37 minus reps.
1RM (Brzycki) = weight × (36 ÷ (37 − reps))Average the two estimates for a balanced prediction. Both formulas converge closely for sets of 3 to 6 reps.
Average 1RM = (Epley + Brzycki) ÷ 2Use the resulting percentage chart to assign training loads. For maximal strength, pull 85–95% of 1RM for 1–3 reps. For volume work, use 65–80% for 4–8 reps.
Training load = average 1RM × target percentage
Methodology & Sources
Reviewed and updated April 5, 2026 · Prepared by GetHealthyCalculators Editorial Team
This calculator applies the Epley (1985) and Brzycki (1993) one-rep max prediction formulas. Both are validated against direct 1RM testing across a broad range of lifters and are among the most widely used models in strength and conditioning research. The training load percentages follow the standard Prilepin-influenced percentage framework used in competitive powerlifting and general strength programming.
References
- Epley, B. (1985). Poundage Chart. Boyd Epley Workout. · Boyd Epley
- Brzycki, M. (1993). Strength testing — predicting a one-rep max from reps to fatigue. · Journal of Physical Education, Recreation & Dance, 64(1), 88–90.
- Lombardi, V. P. (1989). Beginning Weight Training. William C. Brown Publishers. · William C. Brown
- National Strength and Conditioning Association. (2016). NSCA's Guide to Program Design. · Human Kinetics
Limitations
- Formula accuracy is highest when the rep count used is between 2 and 10. Sets above 10 reps produce progressively less reliable 1RM estimates.
- Both formulas assume the set was performed to or very near muscular failure. Stopping several reps short will underestimate your true 1RM.
- Deadlift performance is highly sensitive to fatigue, sleep, nutrition, and neural readiness. Your estimated 1RM on any given day may differ from peak capability.
- The formulas do not differentiate between conventional, sumo, trap bar, or Romanian deadlift variations. Results should be treated as variation-specific.
- Individual differences in muscle fiber type distribution, leverages, and training experience mean estimates will be more accurate for some lifters than others.
Frequently Asked Questions
How accurate is the deadlift 1RM estimate?
Should I use my conventional or sumo deadlift for this calculator?
What rep range gives the most accurate 1RM estimate?
How often should I retest and update my 1RM estimate?
What percentage of my 1RM should I use for deadlift training?
Is the deadlift 1RM calculator safe to use for beginners?
Can I use this calculator for the Romanian deadlift or hex bar deadlift?
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