One Rep Max Calculator (Lombardi Formula)

Calculate your 1RM using the Lombardi formula. Better accuracy at higher rep ranges than Epley or Brzycki. Enter weight and reps for your estimate.

lbs
reps
Lombardi 1RM
264.3 lbs
119.9 kg

Formula Comparison

Lombardi
264.3
lbs
Epley
262.5
lbs
Brzycki
253.1
lbs
Average
260
lbs
Lombardi
264.3
Epley
262.5
Brzycki
253.1

Percentage Chart (Lombardi)

%1RMWeight (lbs)Weight (kg)Est. Reps
100%264119.71โ€“2
95%251113.91โ€“2
90%2381083โ€“4
85%225102.14โ€“6
80%21195.76โ€“8
75%19889.88โ€“10
70%18583.910โ€“12
65%1727812โ€“15
60%15972.115+
55%14565.815+
50%13259.915+
Disclaimer: This calculator provides estimates only. Consult a certified fitness professional before attempting maximal lifts or making significant changes to your training program.
Planning notes, formulas, and examples

About the One Rep Max Calculator (Lombardi Formula)

The Lombardi formula uses a power-law relationship to estimate one-rep max, which makes it mathematically different from Epley and Brzycki.

This can make the estimate behave differently at moderate to higher rep counts. The calculator shows Lombardi alongside familiar comparisons so you can see how the projected max shifts across formulas.

It is mainly a comparison tool for rep-based max estimates rather than a single definitive answer.

When This Page Helps

It is useful when you want to see how a power-law model handles higher-rep sets. The result is best read alongside other formulas rather than treated as uniquely correct.

How to Use the Inputs

  1. Perform a set to near failure.
  2. Enter the weight lifted and reps completed.
  3. View the Lombardi 1RM estimate.
  4. Compare with Epley and Brzycki estimates shown alongside.
  5. Use the percentage chart for training weights.
Formula used
Lombardi Formula: 1RM = weight ร— reps^0.10 Example: 225 lbs ร— 5^0.10 = 225 ร— 1.1746 = 264.3 lbs The power-law exponent of 0.10 means each doubling of reps adds about 7% to the predicted max.

Example Calculation

Result: Lombardi: 264.3 lbs | Epley: 262.5 lbs | Brzycki: 253.1 lbs

At 5 reps, the three formulas give a range of 253โ€“264 lbs. Lombardi and Epley are close (within 2 lbs), while Brzycki is more conservative. This 11-lb spread (4.4%) represents typical inter-formula variability. Your true 1RM likely falls within this range, with the average (~260 lbs) being the best single estimate.

Tips & Best Practices

  • Lombardi shines with higher rep test sets (10โ€“15 reps) where Epley and Brzycki lose accuracy.
  • For low reps (1โ€“5), all three formulas give very similar results โ€” formula choice matters less.
  • The power-law model assumes diminishing returns per additional rep, which aligns with most lifters' experience.
  • Use the average of all three formulas for your training max โ€” this is the most robust approach.
  • Round down to the nearest 5 lbs when setting training weights for safety.

Power Laws in Strength Science

The Lombardi formula applies a power law, which is common in biological scaling. Many physical performance metrics (sprint speed, jump height, strength output) follow power-law relationships with body mass and training variables. The 0.10 exponent in Lombardi's formula captures the diminishing relationship between repetitions and maximal strength.

Three Formulas, One Truth

No formula perfectly predicts a true 1RM for every individual. The rep-max relationship varies by muscle group, fiber type composition, training history, and even psychological factors. Using all three major formulas (Epley, Brzycki, Lombardi) and averaging the results removes individual formula bias and has been shown to fall within 3โ€“5% of actual 1RM in most trained individuals.

Practical Application: Conservative vs. Aggressive

If you need a training max (the number you base your program percentages on), use the lowest of the three formulas (usually Brzycki). If you want to know your likely true max for competition planning, use the average. Never use the highest formula estimate as your competition opener โ€” that's a recipe for a missed lift.

Sources & Methodology

Last updated:

Methodology

This worksheet applies the Lombardi equation to a submaximal set and treats the output as a practical estimate, not an exact max.

Sources

  • Lombardi 1RM prediction equation (Strength and conditioning literature) โ€” Formula-specific reference for the Lombardi calculator.
  • The Accuracy of Prediction Equations for Estimating One-Rep Max (Journal of Strength and Conditioning Research) โ€” Comparison paper for common 1RM equations.
  • Essentials of Strength Training and Conditioning (NSCA) โ€” General training-max context.

Frequently Asked Questions

  • Use Lombardi when your test set is 10+ reps. At this range, Epley tends to overestimate, while Lombardi's power-law curve provides a more realistic prediction. For sets of 1โ€“8 reps, the formulas give similar enough results that the choice doesn't matter much.