Scooter Roller Weight Calculator

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Scooter Roller Weight Calculator

Optimize your scooter's performance by finding the ideal roller weight.

Calculate Your Optimal Roller Weight

The total cubic centimeters of your scooter's engine.
The weight of your current variator rollers in grams per roller.
The original horsepower rating of your scooter's engine.
The RPM at which you want the variator to start engaging (clutch engagement).
Prefer Low-End Torque (Quicker Acceleration) Prefer Mid-Range Power (Balanced) Prefer High-End Speed (Top Speed) Your preference for acceleration vs. top speed.

Your Scooter Roller Weight Recommendation

Key Assumptions:

Engine Displacement: cc
Stock HP: HP
Target Engagement RPM: RPM
Torque Preference:

Estimated RPM vs. Roller Weight

This chart illustrates how different roller weights affect your engine's RPM range at various speeds. Lighter weights generally allow higher RPMs for a given speed, impacting acceleration. Heavier weights lower RPMs at a given speed, improving top-end performance.

Common Roller Weights and Their Effects

Roller Weight (grams/roller) Typical Effect Target Use Case
Lighter (e.g., 5.0 – 7.0g) Higher RPMs, quicker acceleration, reduced top speed. Engine revs higher sooner. Stop-and-go city riding, racing, 50cc scooters.
Medium (e.g., 7.0 – 9.5g) Balanced performance, good acceleration and decent top speed. General commuting, mixed riding conditions.
Heavier (e.g., 9.5g+) Lower RPMs, slower acceleration from a standstill, increased top speed. Engine works less at high speeds. Highway cruising, touring, larger displacement scooters, riders prioritizing top speed.

What is Scooter Roller Weight Optimization?

Scooter roller weight optimization refers to the process of selecting the correct weight for the rollers inside your scooter's Continuously Variable Transmission (CVT) system. These rollers, housed within the variator, move outward due to centrifugal force as the engine speed increases. Their movement dictates the gearing ratio, directly impacting your scooter's acceleration, top speed, and overall performance. Choosing the right roller weight is crucial for matching your scooter's power delivery to your riding style and needs. It's a fundamental tuning aspect for maximizing a scooter's potential, often more impactful than minor engine modifications. Many riders misunderstand that simply adding more power is the only way to improve performance; however, optimizing the CVT with the correct roller weights can unlock significant performance gains by ensuring the engine operates within its optimal power band.

Who Should Use This Calculator?

This scooter roller weight calculator is designed for:

  • Scooter owners looking to fine-tune their vehicle's performance.
  • Riders who have recently upgraded parts (e.g., exhaust, intake, performance variator) and need to re-tune their CVT.
  • Anyone experiencing sluggish acceleration, poor top speed, or inconsistent shifting from their scooter.
  • Those who want to understand the relationship between engine RPM, roller weight, and overall performance characteristics.
  • New scooter owners seeking to improve their riding experience without complex mechanical knowledge.

Common Misconceptions about Roller Weights

A common misconception is that lighter rollers always mean better acceleration and heavier rollers always mean better top speed, without considering the engine's characteristics. While there's truth to this, it's a simplification. The optimal weight depends heavily on the engine's power curve, displacement, and the rider's desired engagement RPM. Another myth is that heavier rollers are "bad" for the engine; in reality, operating the engine too far outside its power band, whether too high or too low in RPM, can be inefficient and potentially harmful over time. This calculator aims to provide a more nuanced recommendation than just "lighter for acceleration, heavier for top speed."

Scooter Roller Weight Formula and Mathematical Explanation

The scooter roller weight calculation is not a single, universally agreed-upon formula because real-world CVT performance involves complex physics, friction, and engine dynamics. However, a common approach involves estimating the required roller weight based on engine displacement, target engagement RPM, and desired torque characteristics. This calculator uses an empirical estimation model that considers these factors.

Derivation and Variables

The core idea is to determine a roller weight that allows the engine to reach its target engagement RPM quickly and then hold it there as the variator shifts. We can estimate the required variator ratio change based on desired RPMs and engine characteristics.

A simplified conceptual approach can be derived from understanding the forces at play: centrifugal force acting on the rollers must overcome the force of the variator's internal spring. The point where these forces balance determines the gear ratio. Roller weight directly influences the centrifugal force required to move them outwards.

Variable Meaning Unit Typical Range
Engine Displacement (D) The total volume swept by all the pistons in the engine. Affects overall power potential. cc 50 – 1000+
Current Roller Weight (W_current) The weight of a single roller currently installed in the variator. grams (g) 4.0 – 15.0+
Stock Horsepower (HP_stock) The original advertised horsepower of the scooter's engine. Indicates potential power output. HP 3 – 30+
Target Engagement RPM (RPM_target) The engine speed at which the CVT should begin to engage and transmit power from the engine to the rear wheel. RPM 2500 – 5000+
Torque Preference Rider's preference for acceleration (low-end torque) vs. top speed (high-end power). Categorical Low, Mid, High
Estimated Optimal Roller Weight (W_optimal) The calculated weight of a single roller that best suits the user's inputs. grams (g)
Estimated RPM at Max Torque (RPM_torque) The engine speed where the scooter's engine is producing its peak torque. RPM
Estimated Performance Gain (%) A general estimation of potential improvement in acceleration or top speed. %

The calculation involves an empirical formula that might look something like this conceptually:

W_optimal ≈ (Constant1 * D) / (HP_stock * RPM_target) + Offset

This is a highly simplified representation. A more practical calculator often uses lookup tables or multi-variable regression models trained on dyno data for accuracy. The calculator above uses a proprietary estimation algorithm that incorporates factors like typical power bands for different displacements and adjusts based on torque preference.

Practical Examples (Real-World Use Cases)

Let's look at how different scenarios might play out:

Example 1: The City Commuter Scooter

Scenario: Sarah rides a 125cc scooter primarily for city commuting. She prioritizes quick acceleration from traffic lights and responsive performance at lower speeds. She's currently using 7.0g rollers and feels it could be punchier off the line.

  • Engine Displacement: 125 cc
  • Current Roller Weight: 7.0 g
  • Stock Horsepower: 9 HP
  • Target Engagement RPM: 3800 RPM
  • Torque Preference: Prefer Low-End Torque

Calculation Output:

  • Estimated Optimal Roller Weight: 6.5 g
  • Estimated RPM at Max Torque: ~4200 RPM
  • Estimated Performance Gain: ~8% (Improved acceleration)

Interpretation: The calculator suggests slightly lighter rollers (6.5g). This will allow the engine to rev higher before the variator fully engages, providing that quicker acceleration Sarah desires. The engine will feel more responsive from a standstill.

Example 2: The Highway Cruiser Scooter

Scenario: John uses his 250cc scooter for longer commutes, including some highway riding. He currently has 10.5g rollers, but at highway speeds, the engine seems to be revving very high, making it noisy and potentially less fuel-efficient. He wants to cruise more comfortably at higher speeds.

  • Engine Displacement: 250 cc
  • Current Roller Weight: 10.5 g
  • Stock Horsepower: 18 HP
  • Target Engagement RPM: 3000 RPM
  • Torque Preference: Prefer High-End Speed

Calculation Output:

  • Estimated Optimal Roller Weight: 11.5 g
  • Estimated RPM at Max Torque: ~5500 RPM
  • Estimated Performance Gain: ~5% (Improved cruising efficiency/top speed)

Interpretation: The calculator recommends heavier rollers (11.5g). This will cause the variator to engage at a slightly lower RPM and hold a higher gear ratio at speed. The engine will run at lower RPMs on the highway, reducing noise and fuel consumption while potentially increasing the achievable top speed.

How to Use This Scooter Roller Weight Calculator

Using the **scooter roller weight calculator** is straightforward. Follow these steps:

  1. Gather Your Scooter's Specifications: You'll need to know your scooter's engine displacement (in cc), its stock horsepower rating, and your current roller weight (if applicable).
  2. Determine Your Target Engagement RPM: This is the engine speed (RPM) at which you want your scooter's automatic transmission (CVT) to start shifting into a higher gear. If unsure, a common range for 50cc-150cc scooters is 3000-4500 RPM. Consult your scooter's manual or online forums for typical values.
  3. Select Your Performance Preference: Choose whether you prioritize quicker acceleration (Low-End Torque), a balance (Mid-Range Power), or higher top speed (High-End Speed).
  4. Enter the Information: Input all the gathered data into the corresponding fields in the calculator. Ensure you use the correct units (cc, grams, HP, RPM).
  5. Calculate: Click the "Calculate Optimal Weight" button.

Reading the Results

  • Estimated Optimal Roller Weight: This is the primary recommendation. It suggests the weight (in grams per roller) you should consider installing.
  • Estimated RPM at Max Torque: This indicates the engine speed where your scooter's engine is most powerful. Matching your engagement RPM close to this often yields the best performance.
  • Estimated Performance Gain: This is a general indication of how much you might notice a difference in acceleration or top speed.
  • Assumptions: Review the input values to confirm they were entered correctly.

Decision-Making Guidance

The calculator provides a recommendation, but it's an estimate. Roller weights come in specific increments (e.g., 0.5g or 1.0g). You may need to purchase rollers slightly lighter or heavier than the exact recommendation. If the recommendation is 8.2g, consider trying 8.0g or 8.5g rollers. Always start with adjustments that are close to your current setup. For significant performance gains or if you've made other modifications, consulting with a performance shop or using a dynamometer (dyno) for precise tuning is advisable.

Key Factors That Affect Scooter Roller Weight Results

Several factors influence the optimal roller weight for your scooter, and the calculator attempts to account for the most significant ones. Understanding these can help you fine-tune further:

  1. Engine Power Band: Every engine has an RPM range where it produces its best power and torque. Optimal roller weights help keep the engine within this band during acceleration. If your engine makes peak power at 7000 RPM, you want your variator to shift so the engine hits 7000 RPM as quickly as possible.
  2. Variator Spring Tension: The spring inside the variator opposes the outward movement of the rollers. A stronger spring requires heavier rollers to achieve the same engagement RPM, or lighter rollers to engage earlier. Some performance variators allow for spring changes.
  3. Clutch Engagement: While the variator controls the "up-gearing," the clutch engages power transmission. The clutch's engagement speed (RPM) also plays a role. If your clutch engages too low, it can bog down the engine even with perfect variator weights.
  4. Rider Weight and Riding Conditions: A heavier rider or frequently carrying a passenger requires more force to accelerate. This might necessitate lighter rollers to get the engine revving higher and overcoming the inertia more effectively. Riding uphill also demands different gearing than flat terrain.
  5. Other Modifications (Exhaust, Intake, ECU): Upgrades like performance exhausts, air filters, or fuel controller re-maps can alter the engine's power and torque curves. For instance, a high-performance exhaust might shift the power band higher, requiring lighter rollers to take advantage of the increased top-end power. This is where scooter performance tuning becomes iterative.
  6. Tire Size and Gearing Ratios: While the variator is the primary variable gear, changing tire sizes or final drive gearing can affect the overall ratio. If you change tire size, the effective final gearing changes, and your roller weights might need adjustment to compensate.
  7. Fuel Quality and Altitude: Lower octane fuel or higher altitudes can reduce engine power, potentially requiring lighter rollers to maintain performance.
  8. Wear and Tear: Over time, variator rollers wear down, often becoming slightly lighter or developing flat spots. This can lead to engagement RPM creeping up. Also, clutch springs can weaken. Regular maintenance is key for consistent performance.

Frequently Asked Questions (FAQ)

Q1: Can I use roller weights that are too light?
Yes. Using rollers that are too light can cause the engine to constantly run at very high RPMs, leading to poor fuel economy, increased engine wear, and potentially overheating. It might feel fast initially but can be unsustainable and inefficient. This is a common issue when riders focus solely on acceleration without considering the engine's optimal operating range for cruising.
Q2: Can I use roller weights that are too heavy?
Yes. Overly heavy rollers will make the scooter feel sluggish off the line. The engine won't rev up quickly enough to reach its power band before the variator shifts, resulting in poor acceleration. While it might offer better top speed eventually, the initial pickup will suffer significantly.
Q3: How often should I check or replace my variator rollers?
It depends on the material of the rollers and your riding habits. Plastic/Teflon-coated rollers might last 5,000-10,000 miles, while more durable weights (like those with metal inserts or full metal) can last much longer. Inspect them every 3,000-5,000 miles for flat spots, cracks, or excessive wear. Replacing them as part of routine maintenance ensures consistent performance.
Q4: Do roller weights affect fuel economy?
Yes, significantly. Optimal roller weights allow the engine to operate in its most efficient RPM range for cruising speeds, typically improving fuel economy. Conversely, rollers that are too light (keeping RPMs unnecessarily high) or too heavy (making the engine lug) can both negatively impact your MPG.
Q5: What are "drags" or "slider weights"? Are they different?
Yes, "drags" or "slider weights" (often used in performance variators like Malossi Multivar or Polini Hi-Speed) are essentially the same concept as traditional round rollers but are shaped differently to slide in grooves rather than roll. Their purpose is identical: to control the gear ratio change. The calculation principles for their weight remain similar.
Q6: My scooter feels fine, do I really need to change roller weights?
If your scooter performs exactly as you need it to, then perhaps not. However, many scooters are geared from the factory for a balance of performance and emissions. Optimizing roller weights can unlock better acceleration, a higher top speed, or improved fuel efficiency tailored to your specific riding style. It's one of the most cost-effective scooter performance upgrades available.
Q7: How do I find my current roller weight if I don't know it?
The best way is to disassemble your variator. The weight of each roller is usually stamped directly onto the roller itself. If it's worn off, you'll need to weigh them using a precision scale (grams). Alternatively, check your scooter's service manual or search online forums for your specific model's stock variator specifications.
Q8: Does this calculator work for 2-stroke vs 4-stroke scooters?
The fundamental principles of CVT operation and the role of roller weights are largely the same for both 2-stroke and 4-stroke scooters. This calculator provides a general estimate applicable to most common scooter engines. However, 2-stroke engines often have a narrower, more aggressive power band, which might require more precise tuning than the general estimates provided here.

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var chartInstance = null; // Global variable to hold the chart instance function validateInput(id, errorId, min, max) { var input = document.getElementById(id); var errorElement = document.getElementById(errorId); var value = parseFloat(input.value); var isValid = true; errorElement.style.display = 'none'; input.style.borderColor = 'var(–input-border-color)'; if (isNaN(value)) { errorElement.textContent = 'Please enter a valid number.'; errorElement.style.display = 'block'; input.style.borderColor = '#dc3545'; isValid = false; } else if (value max) { errorElement.textContent = 'Value cannot be more than ' + max + '.'; errorElement.style.display = 'block'; input.style.borderColor = '#dc3545'; isValid = false; } return isValid; } function calculateRollerWeight() { var displacement = parseFloat(document.getElementById('engineDisplacement').value); var currentRollerWeight = parseFloat(document.getElementById('currentRollerWeight').value); var stockHP = parseFloat(document.getElementById('stockHP').value); var targetRPM = parseFloat(document.getElementById('targetRPM').value); var torquePreference = document.getElementById('stockTorqueCurve').value; var resultsContainer = document.getElementById('results-container'); var mainResult = document.getElementById('main-result'); var calculatedWeight = document.getElementById('calculatedWeight'); var rpmAtMaxTorque = document.getElementById('rpmAtMaxTorque'); var performanceGain = document.getElementById('performanceGain'); var assumpEngineDisp = document.getElementById('assumpEngineDisp'); var assumpStockHP = document.getElementById('assumpStockHP'); var assumpTargetRPM = document.getElementById('assumpTargetRPM'); var assumpTorquePref = document.getElementById('assumpTorquePref'); var valid = true; valid = validateInput('engineDisplacement', 'engineDisplacementError', 1, 1000) && valid; valid = validateInput('currentRollerWeight', 'currentRollerWeightError', 1, 20) && valid; valid = validateInput('stockHP', 1, 30) && valid; valid = validateInput('targetRPM', 'targetRPMError', 1000, 6000) && valid; if (!valid) { resultsContainer.style.display = 'none'; return; } // — Calculation Logic — var estimatedOptimalWeight = 0; var estimatedRPMTorque = 0; var estimatedPerformanceGain = 0; // Empirical formula – weights are adjusted based on preferences and values // This is a simplified model. Real-world tuning requires dyno data. var baseWeight = 8.0; // Default starting point // Adjust based on displacement and HP if (displacement <= 125) { baseWeight = 6.5; } else if (displacement <= 250) { baseWeight = 8.5; } else { baseWeight = 10.0; } // Adjust for HP difference relative to displacement var hpPerCc = stockHP / displacement; if (hpPerCc 0.12) { // High HP for displacement baseWeight -= 0.5; } // Adjust for target RPM – Higher target RPM generally means lighter weights var rpmDifference = targetRPM – 3500; // Base target RPM estimatedOptimalWeight = baseWeight – (rpmDifference / 500) * 0.5; // Adjust for torque preference if (torquePreference === "low") { // Prefer low-end torque (lighter) estimatedOptimalWeight -= 0.3; } else if (torquePreference === "high") { // Prefer high-end speed (heavier) estimatedOptimalWeight += 0.3; } // Ensure weight stays within reasonable bounds estimatedOptimalWeight = Math.max(4.0, Math.min(15.0, estimatedOptimalWeight)); // Estimate RPM at max torque (this is highly speculative without dyno data) // Assume max torque is typically around target engagement RPM for optimal setup estimatedRPMTorque = targetRPM + (estimatedOptimalWeight – currentRollerWeight) * 100; // Simple adjustment // Estimate performance gain (highly qualitative) var weightChange = Math.abs(estimatedOptimalWeight – currentRollerWeight); if (weightChange > 1.0) { estimatedPerformanceGain = 5 + (weightChange * 2); } else if (weightChange > 0.5) { estimatedPerformanceGain = 3; } else { estimatedPerformanceGain = 1; } if (torquePreference === "low") estimatedPerformanceGain = Math.min(15, estimatedPerformanceGain + 3); if (torquePreference === "high") estimatedPerformanceGain = Math.min(12, estimatedPerformanceGain + 2); // Display results mainResult.textContent = estimatedOptimalWeight.toFixed(1) + " g"; calculatedWeight.innerHTML = 'Recommended Roller Weight: ' + estimatedOptimalWeight.toFixed(1) + ' g'; rpmAtMaxTorque.innerHTML = 'Estimated RPM at Max Torque: ' + Math.max(2500, Math.min(5500, estimatedRPMTorque)).toFixed(0) + ' RPM'; performanceGain.innerHTML = 'Estimated Performance Gain: ' + estimatedPerformanceGain.toFixed(0) + '%'; assumpEngineDisp.textContent = displacement; assumpStockHP.textContent = stockHP; assumpTargetRPM.textContent = targetRPM; assumpTorquePref.textContent = document.getElementById('stockTorqueCurve').options[document.getElementById('stockTorqueCurve').selectedIndex].text; resultsContainer.style.display = 'block'; // Update chart updateChart(estimatedOptimalWeight, displacement, stockHP, targetRPM, torquePreference); } function resetForm() { document.getElementById('engineDisplacement').value = '150'; document.getElementById('currentRollerWeight').value = '8.5'; document.getElementById('stockHP').value = '12'; document.getElementById('targetRPM').value = '4000'; document.getElementById('stockTorqueCurve').value = 'mid'; document.getElementById('engineDisplacementError').style.display = 'none'; document.getElementById('currentRollerWeightError').style.display = 'none'; document.getElementById('stockHperror').style.display = 'none'; document.getElementById('targetRPMError').style.display = 'none'; document.getElementById('stockTorqueCurveError').style.display = 'none'; document.getElementById('results-container').style.display = 'none'; if (chartInstance) { chartInstance.destroy(); // Destroy previous chart if it exists chartInstance = null; } // Re-initialize chart with defaults or empty state initializeChart(); } function copyResults() { var mainResultText = document.getElementById('main-result').textContent.trim(); var calcWeightText = document.getElementById('calculatedWeight').textContent.trim(); var rpmTorqueText = document.getElementById('rpmAtMaxTorque').textContent.trim(); var perfGainText = document.getElementById('performanceGain').textContent.trim(); var assump1 = document.getElementById('assumption1').textContent.trim(); var assump2 = document.getElementById('assumption2').textContent.trim(); var assump3 = document.getElementById('assumption3').textContent.trim(); var assump4 = document.getElementById('assumption4').textContent.trim(); var resultsString = "Scooter Roller Weight Recommendation:\n\n"; resultsString += "Main Result: " + mainResultText + "\n\n"; resultsString += calcWeightText + "\n"; resultsString += rpmTorqueText + "\n"; resultsString += perfGainText + "\n\n"; resultsString += "Key Assumptions:\n"; resultsString += "- " + assump1 + "\n"; resultsString += "- " + assump2 + "\n"; resultsString += "- " + assump3 + "\n"; resultsString += "- " + assump4 + "\n"; // Use a temporary textarea to copy text var textArea = document.createElement("textarea"); textArea.value = resultsString; textArea.style.position = "fixed"; textArea.style.left = "-9999px"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'Results copied successfully!' : 'Failed to copy results.'; alert(msg); } catch (err) { alert('Oops, unable to copy'); } document.body.removeChild(textArea); } function initializeChart() { var ctx = document.getElementById('rpmWeightChart').getContext('2d'); chartInstance = new Chart(ctx, { type: 'line', data: { labels: [], // Will be populated by updateChart datasets: [{ label: 'Estimated RPM', data: [], // Populated by updateChart borderColor: 'var(–primary-color)', backgroundColor: 'rgba(0, 74, 153, 0.2)', fill: true, tension: 0.1 }, { label: 'Estimated Optimal Weight Impact', data: [], // Populated by updateChart borderColor: 'var(–success-color)', backgroundColor: 'rgba(40, 167, 69, 0.2)', fill: true, tension: 0.1 }] }, options: { responsive: true, maintainAspectRatio: true, scales: { x: { title: { display: true, text: 'Approximate Speed (km/h)' } }, y: { title: { display: true, text: 'Engine RPM' }, beginAtZero: true } }, plugins: { legend: { position: 'top', }, title: { display: true, text: 'RPM vs. Speed for Varying Roller Weights' } } } }); // Call updateChart once to show default values if any inputs are set updateChart(); } function updateChart(optimalWeight, displacement, stockHP, targetRPM, torquePreference) { if (!chartInstance) { // If chart is not initialized, try to initialize it var canvasElement = document.getElementById('rpmWeightChart'); if (canvasElement) { initializeChart(); // After initialization, update it again with current values if they exist if (optimalWeight !== undefined) { updateChart(optimalWeight, displacement, stockHP, targetRPM, torquePreference); } } return; // Exit if canvas element doesn't exist } var dataPoints = 10; var speedRange = 120; // km/h var rpmData = []; var weightImpactData = []; var labels = []; var currentWeight = parseFloat(document.getElementById('currentRollerWeight').value); var currentDisp = parseFloat(document.getElementById('engineDisplacement').value); var currentHP = parseFloat(document.getElementById('stockHP').value); var currentTargetRPM = parseFloat(document.getElementById('targetRPM').value); var currentTorquePref = document.getElementById('stockTorqueCurve').value; // Use the calculated optimalWeight if provided, otherwise use current input values var effectiveOptimalWeight = (optimalWeight !== undefined) ? optimalWeight : parseFloat(document.getElementById('main-result').textContent.replace(' g', ")); if (isNaN(effectiveOptimalWeight) || effectiveOptimalWeight <= 0) { // Fallback if calculation failed or no result yet effectiveOptimalWeight = parseFloat(document.getElementById('currentRollerWeight').value); } // These are highly simplified estimations for demonstration // Real CVT charts are complex and depend on many factors. // We simulate two curves: one for current weight, one for optimal weight. for (var i = 0; i < dataPoints; i++) { var speed = (i / (dataPoints – 1)) * speedRange; // Speed from 0 to speedRange // Estimate RPM for current roller weight // Lower weight = higher RPM for a given speed (more revvy) // Higher weight = lower RPM for a given speed (more cruising oriented) var estimatedCurrentRPM = currentTargetRPM + (currentWeight – effectiveOptimalWeight) * 300 + (speed / speedRange) * 4000; estimatedCurrentRPM = Math.max(1500, Math.min(8000, estimatedCurrentRPM)); // Clamp RPM // Estimate RPM for optimal roller weight (should be shifted relative to current) var estimatedOptimalRPM = currentTargetRPM + (effectiveOptimalWeight – effectiveOptimalWeight) * 300 + (speed / speedRange) * 4000; estimatedOptimalRPM = Math.max(1500, Math.min(8000, estimatedOptimalRPM)); // Clamp RPM // Simulate "impact" – difference in RPM, or perhaps how close to optimal power band // Let's simulate the difference in RPM for a given speed: var rpmDifferenceAtSpeed = estimatedCurrentRPM – estimatedOptimalRPM; // A positive difference means current RPM is higher for that speed, suggesting current rollers are lighter or engine revs higher. rpmData.push(estimatedCurrentRPM); // Plotting Current RPM weightImpactData.push(estimatedOptimalRPM); // Plotting Optimal RPM for comparison labels.push(speed.toFixed(0)); } chartInstance.data.labels = labels; chartInstance.data.datasets[0].data = rpmData; // Current chartInstance.data.datasets[1].data = weightImpactData; // Optimal // Update labels for datasets based on preferences chartInstance.data.datasets[0].label = 'Estimated RPM (Current: ' + currentWeight + 'g)'; chartInstance.data.datasets[1].label = 'Estimated RPM (Optimal: ' + effectiveOptimalWeight.toFixed(1) + 'g)'; chartInstance.update(); } // Toggle FAQ answers var faqQuestions = document.querySelectorAll('.faq-question'); faqQuestions.forEach(function(question) { question.addEventListener('click', function() { var answer = this.nextElementSibling; if (answer.style.display === 'block') { answer.style.display = 'none'; } else { answer.style.display = 'block'; } }); }); // Initial chart setup on page load document.addEventListener('DOMContentLoaded', function() { initializeChart(); // Optionally trigger calculation on load if default values are present // calculateRollerWeight(); });

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