Squat 1RM Calculator
Squat 1RM estimator from depth-legal sets: triple-formula max, training max and warm-up jumps.
Calculator
Squat 1RM Calculator Results
Estimated squat 1RM 115.5 kg (Epley 116.7, Brzycki 112.5, Lombardi 117.5). Train off 104 kg.
Warm-Up Ladder
| Set | Load | Reps |
|---|---|---|
| Bar / 40% | 46.2 kg | x8 |
| Warm 55% | 63.5 kg | x5 |
| Warm 70% | 80.9 kg | x3 |
| Warm 82% | 94.7 kg | x1 |
| Prime 90% | 104 kg | x1 |
Recommendations
- ▸Program work sets off the training max (104 kg), not the raw estimate
- ▸Attempt selection: opener 92%, second 97-100%, third by feel
- ▸Estimated squat 1RM 115.5 kg (Epley 116.7, Brzycki 112.5, Lombardi 117.5). Train off 104 kg.
Results
Estimate Score
92/100
Estimate confidence rating
115.5 kg
Average of three formulas
104 kg
90% programming base
116.7
w x (1 + r/30)
112.5
w x 36/(37-r)
117.5
w x r^0.10
Estimates from 1-5 rep sets land within ~5% for most lifters. High-rep or grindy inputs widen the spread — retest heavy triples to tighten it.
Visualizations
Estimates
Estimate Mix
Estimate Score
Formula
Triangulates 1RM from load and reps with Epley, Brzycki and Lombardi regressions.
Alternative Form
Variables
| Symbol | Name | Unit | Description |
|---|---|---|---|
| w | Load | kg/lb | Weight lifted in the set |
| r | Reps | count | Clean reps completed |
| E | Epley 1RM | kg/lb | High-rep-biased estimate |
| B | Brzycki 1RM | kg/lb | Low-rep-biased estimate |
| T | Training max | kg/lb | 90% programming base |
| Score | Estimate score | 0-100 | Confidence rating |
Explanation
Three classic regressions triangulate the max: agreement means a trustworthy number, spread means retest heavier.
Derivation
Epley (1985) linear, Brzycki (1993) hyperbolic, Lombardi power-curve fits to observed rep-max tables.
Step-by-Step Calculation
Follow each step to understand how the result is calculated from your inputs.
Read the logged set.
Apply Epley (high-rep friendly).
Apply Brzycki (low-rep friendly).
Apply Lombardi (experienced lifters).
Average and set the training max.
Score estimate confidence.
Worked Examples
See how the calculator works with different scenarios.
Scenario
100 x 5 on squat.
Inputs
Calculation
Epley = 100 x (1 + 5/30) = 116.7
Result
~116.7 estimated 1RM
Interpretation
Average of three formulas tightens confidence.
Understanding Your Result
Your Result: Estimate Score: 92/100
Typical range: Most male intermediates total 3-4x bodyweight across the big three; females ~2-2.5x.
What This Means
The averaged 1RM estimates your single-rep ceiling; the 90% training max is the number programs actually run on.
Why It Matters
Correct percentages keep volume productive and joints intact across 8-12 week blocks.
Professional Interpretation
Coaches program off training maxes and reserve true maxes for platforms.
Why three formulas
Agreement triangulates truth; spread diagnoses grindy or high-rep inputs.
Training max logic
A 10% buffer absorbs bad days while keeping long-term progression linear.
Recommendations
- •Program off the 90% training max
- •Retest with heavy triples
- •Round plates down
- •Attempt 92/97+/feel on test day
Educational Content
Introduction
The Squat 1RM Calculator converts any logged squat set into a max estimate with warm-ups.
Concept Explanation
Three classic regressions average into one robust number; 90% of it becomes the programming base.
Applications
Benefits
- •Instant loads and percentages
- •Both kg and lb support
- •A 0-100 rating for tracking
- •Printable tables for the gym
- •What-if planning before meets
Limitations
- •Estimates assume good-form reps
- •High-rep sets widen error
- •Day-to-day readiness swings 5-10%
- •Coefficients update across federations
Best Practices
- •Base work on 90% training maxes
- •Retest inputs every 4-8 weeks
- •Round loads down to plates
- •Run one program 8-12 weeks
- •Deload every fourth week
Common Misconceptions
Practical Tips
- •Base percentages on 90% training maxes
- •Retest inputs every 4-8 weeks
- •Keep 1-3 reps in reserve on volume work
- •Film heavy sets to verify depth and lockout
- •Gain 0.25-0.5% bodyweight weekly on bulks
- •Deload 40-60% every fourth week
Common Mistakes
Assumptions
This calculator makes the following assumptions to provide estimates:
Limitations
Be aware of these limitations when using this calculator:
Frequently Asked Questions
Answers to common questions about this calculator.
How should I use the squat 1rm calculator in my program?
What is the biggest mistake with the squat 1rm calculator?
How often should I update my squat 1rm calculator inputs?
Can beginners use the squat 1rm calculator?
Why do different formulas disagree?
Should I round loads up or down?
What does the squat 1rm calculator do?
How accurate are 1RM estimates?
Epley vs Brzycki vs Lombardi?
What is a training max?
How do I warm up to a heavy single?
How often should I test 1RM?
Do estimates work for beginners?
What units can I use?
Why do formulas disagree?
How do I break a plateau?
Does bodyweight change my numbers?
Is daily maxing safe?
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Glossary
Technical terms used in mortgage calculations explained in plain language.
- 1RM
- One-repetition maximum: the heaviest load lifted once with good form.
- Training max
- A submaximal reference load, usually 90% of 1RM, used to base percentages on.
- Volume load
- Sets times reps times load; the basic dose of resistance training.
- Intensity
- Load as a percentage of 1RM for a given exercise.
- RPE
- Rating of perceived exertion, a 1-10 scale of how hard a set feels.
- RIR
- Reps in reserve: how many more reps could have been completed.
- Progressive overload
- Gradually increasing load, reps or volume to force adaptation.
- Deload
- A planned easy week at 40-60% load to dissipate fatigue.
- Hypertrophy
- Muscle growth driven mainly by volume at moderate intensity.
- Wilks
- A bodyweight-adjusted coefficient comparing powerlifters across weight classes.
- DOTS
- Dynamic Objective Team Score: the current IPF-affiliated relative strength formula.
- Plateau
- A stall in progress lasting 3+ weeks despite consistent training.
Authoritative References
Trusted sources and standards referenced by this calculator.
Applicable Standards
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Page Information
2026-09-16
2.0.0
Free to use for educational and professional purposes.