What Is VAM in Cycling? VAM Calculator & Benchmarks
VAM (Velocità Ascensionale Media) measures your vertical ascent rate in m/hour. Calculate your VAM for any climb and benchmark against recreational and WorldTour pro levels.
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The formula
VAM (m/hour) = elevation_gain_m × 60 / time_minutes
Full derivation and the conditions it holds under are in Method and basis, below.
Method and basis
How the figure above is derived, and when not to act on it.
What is VAM?
VAM stands for *Velocità Ascensionale Media* — Italian for "mean ascent velocity." It measures your rate of vertical climbing in metres per hour, independent of the gradient or distance of the climb.VAM (m/hour) = elevation_gain_m × 60 / time_minutes
VAM was popularised by Dr. Michele Ferrari as a way to compare climbing performance across different climbs and different body weights — making it the closest thing to a universal climbing benchmark.
VAM Benchmarks
| VAM | Performance Level |
|---|---|
| 700–900 m/h | Recreational climber |
| 900–1,100 m/h | Trained club rider |
| 1,100–1,300 m/h | Regional competitive |
| 1,300–1,500 m/h | National-level |
| 1,500–1,700 m/h | Pro continental |
| 1,700–1,900 m/h | WorldTour |
| 1,900–2,100 m/h | Grand Tour HC stage leaders |
VAM, W/kg and Gradient Efficiency
VAM and W/kg are related, but not by a single constant. The part that *is* exact is gravity: lifting mass at a given vertical speed costs
W/kg from gravity = 9.81 × VAM / 3600
So 1,800 m/h is 4.9 W/kg of pure climbing against gravity, whatever the gradient. What changes with gradient is everything else. On a steep climb you are moving slowly, so rolling resistance and air drag are small and gravity accounts for ~93% of your power; on a shallow climb at the same VAM you must travel much faster, and drag — which rises with the cube of speed — takes a far larger share.
That is why VAM alone doesn't isolate climbing ability. For a 70 kg rider on a 9 kg bike, the same 1,200 m/h costs about 4.1 W/kg at 10% but 5.9 W/kg at 4% — a 44% difference in power for an identical rate of climbing — because the shallow version has to be ridden 2.5× faster (30 km/h against 12 km/h). Gravity's share of total power falls from 93% to 64% across that span. The calculator above resolves this by computing all three resistances rather than applying a gradient factor; a single-constant shortcut is only accurate near the gradient it was fitted to.
The Power Behind the Climb
The full power model for climbing:
P = M × g × V × sin(θ) + M × g × Crr × V + 0.5 × ρ × CdA × V³
At typical climbing speeds (12–20 km/h), aerodynamic drag is minimal. The equation simplifies to:
P ≈ M × g × V × sin(θ) + M × g × Crr × V
At 8% gradient** climbing at 15 km/h, gravity accounts for ~90% of total power. This is why body weight matters so much: every kilogram above your lean climbing weight costs you approximately **8–12 VAM per kilogram.
Weight vs. Power: The Climber's Dilemma
| Change | VAM Impact | Notes |
|---|---|---|
| Lose 1 kg body fat | +10–15 m/h VAM | Free speed, assuming power maintained |
| Gain 5W FTP | +8–12 m/h VAM | Requires weeks of training |
| Lighter wheels (−500g) | +2–4 m/h VAM | Smaller effect than popular belief |
| Optimal tyre pressure | +3–5 m/h VAM | Reduces rolling resistance |
Iconic HC Climbs Reference
| Climb | Elevation Gain | Length | % Grade | Record VAM |
|---|---|---|---|---|
| Alpe d'Huez | 1,120 m | 13.8 km | 8.1% | ~1,850 m/h (Pantani 1997) |
| Mont Ventoux | 1,617 m | 21.5 km | 7.6% | ~1,800 m/h |
| Col du Galibier | 1,248 m | 18.1 km | 6.9% | ~1,750 m/h |
| Sa Calobra (Mallorca) | 667 m | 9.4 km | 7.1% | ~1,600 m/h (amateur) |
Frequently Asked Questions About VAM
What does VAM stand for in cycling? VAM stands for *Velocità Ascensionale Media* — Italian for "mean ascent velocity." It is expressed in metres per hour (m/h) and describes how fast a rider gains elevation, independent of the specific gradient or climb length. It was developed by Italian sports doctor Michele Ferrari as a gradient-neutral climbing benchmark.
What is a good VAM for a cyclist? For recreational riders: 700–900 m/h is typical. Trained club riders reach 900–1,100 m/h. A VAM above 1,300 m/h indicates competitive regional or national-level climbing ability. WorldTour professionals sustain 1,700–1,900 m/h on HC climbs; values above 1,900 m/h on sustained gradients are associated with historically exceptional performances.
How is VAM different from W/kg? W/kg measures raw power-to-weight ratio at any moment. VAM measures the *output* of that power on a specific gradient. Two riders with the same W/kg on different gradients will have different VAMs. VAM is more useful for comparing actual climb times; W/kg is more useful for comparing physiological capacity across contexts.
Can you improve VAM without gaining fitness? Yes — within limits. Losing body weight (without power loss) directly increases VAM. At 8% gradient, losing 1 kg typically adds 10–15 m/h VAM without any change in fitness. Tyre pressure and wheel weight have smaller but real effects. True VAM improvement over 100+ m/h requires sustained FTP gains.
WinSport Editorial & Research Standards
All formulas and reference values used in this tool are sourced from peer-reviewed scientific literature and validated clinical guidelines. Our research team continuously audits each calculator for accuracy and updates methodology as new evidence emerges.
Read the Science
Sports Science Articles- Power-to-Weight Ratio (W/kg): Why It Beats Raw Watts on ClimbsOn gradients above 4%, power-to-weight ratio (W/kg) determines climbing performance — not absolute wattage. Optimising W/kg requires body composition changes that preserve power while reducing fat mass. Aggressive weight loss below a critical threshold risks power loss, RED-S, and performance decline.5 min read
- L-Citrulline Malate for Cycling: The Nitric Oxide EvidenceWhy L-citrulline outperforms L-arginine for nitric oxide production in cyclists — the eNOS pathway, urea cycle bypass, and 8g dosing protocol backed by Pérez-Guisado 2010.5 min read
- FTP Cycling: What Is a Good Score? (W/kg Chart by Ability Level)9 min read
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