Alpe Du Zwift Calculator

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Alpe du Zwift Time Predictor

Power-to-Weight Ratio: 0 W/kg
Estimated Climbing Time: 0:00
Estimated VAM: 0 Vm/h

*Estimation assumes steady effort, average road bike setup, and the standard Alpe du Zwift segment (12.2km, 1,036m gain).

How to Calculate Your Alpe du Zwift Time

The Alpe du Zwift is the most iconic climb in the virtual world of Watopia. Modeled after the real-world Alpe d'Huez, it features 21 grueling hairpins, a distance of 12.22 kilometers (7.6 miles), and a vertical gain of 1,036 meters (3,399 feet).

Predicting your time on this climb is primarily a function of your Power-to-Weight Ratio (W/kg). Because the average gradient is roughly 8.5%, gravity is the primary force you are fighting, making aerodynamic drag a secondary concern compared to flat roads.

The Science Behind the Prediction

Our calculator uses the VAM (Velocità Ascensionale Media) method. VAM measures how many vertical meters you can climb per hour. On an 8.5% grade, the formula for power required to overcome gravity and rolling resistance is approximately:

  • W/kg ≈ VAM / (Exploration Factor)

For Alpe du Zwift, a common benchmark is that 3.2 W/kg is the threshold required to complete the climb in exactly 60 minutes. If you want the "Sub-60" badge, this is your target.

Reference Times by W/kg

W/kg Ratio Estimated Time Category Equivalent
2.0 W/kg ~1:35:00 Category D / Casual
3.0 W/kg ~1:04:00 Category C / Fit
3.2 W/kg ~0:59:50 Sub-1 Hour Club
4.0 W/kg ~0:48:00 Category B / Strong
5.0 W/kg ~0:39:00 Category A / Elite

Tips for a Faster Time

  1. Choose the Lightest Gear: Use the Specialized Tarmac Pro or the Canyon Aeroad with Lightweight Meilenstein wheels for the best climbing performance in-game.
  2. The Tron Bike: While great on flats, the "Concept Z1" (Tron) is slightly heavier than dedicated climbing rigs on the steepest sections of the Alpe.
  3. Steady Pacing: Don't blow up on Hairpin 21. Use a power you can sustain for at least an hour. The steepest sections are at the bottom and through the hairpins.
  4. Virtual Gearing: Ensure your trainer difficulty is set to a level that allows you to maintain a comfortable cadence (80-90 RPM) throughout the 8.5% incline.
function calculateAlpeTime() { var riderWeight = parseFloat(document.getElementById('riderWeight').value); var bikeWeight = parseFloat(document.getElementById('bikeWeight').value); var watts = parseFloat(document.getElementById('avgWatts').value); if (isNaN(riderWeight) || isNaN(watts) || riderWeight <= 0 || watts <= 0) { alert("Please enter valid numbers for weight and power."); return; } if (isNaN(bikeWeight)) { bikeWeight = 7; } var totalWeight = riderWeight + bikeWeight; var wKg = watts / riderWeight; // Physics constants var gravity = 9.81; var heightGain = 1036; // Meters var distance = 12220; // Meters // Simplified climbing power model: P = (m*g*v*sin(theta)) / efficiency + air/rolling resistance // For Alpe du Zwift (~8.5%), air resistance is roughly 5-10% of total effort. // We use an efficiency factor to account for rolling and air resistance at those speeds. var efficiency = 0.92; // Potential energy: mgh // Work = Power * Time (seconds) // Time = (m * g * h) / (Power * efficiency) var timeInSeconds = (totalWeight * gravity * heightGain) / (watts * efficiency); // Refine based on Zwift's rolling resistance and aero at low speeds (regression based on community data) // Adjusting time to match common 3.2 Wkg = 60 min benchmark // Actual community data shows Time(min) = 1036 / (VAM / 60) // Let's calculate VAM first var vam = (watts * 60 * efficiency) / (totalWeight * 0.18); // Simplified VAM approximation // Re-calibrating for the 3.2wkg @ 75kg = 60min standard // Total Joules for 1036m ascent for 82kg (75+7) at 92% efficiency var workNeeded = (totalWeight * gravity * heightGain) / efficiency; var calculatedSeconds = workNeeded / watts; // Add a flat 5% buffer for the flatter finish and hairpins calculatedSeconds = calculatedSeconds * 1.05; var totalMinutes = calculatedSeconds / 60; var displayMinutes = Math.floor(totalMinutes); var displaySeconds = Math.round((totalMinutes – displayMinutes) * 60); if (displaySeconds < 10) { displaySeconds = "0" + displaySeconds; } // Final VAM var vamValue = (heightGain / (calculatedSeconds / 3600)).toFixed(0); document.getElementById('wkgResult').innerText = wKg.toFixed(2); document.getElementById('timeResult').innerText = displayMinutes + ":" + displaySeconds; document.getElementById('vamResult').innerText = vamValue; document.getElementById('resultBox').style.display = 'block'; }

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