0-60 Calculator Weight and Hp

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0-60 MPH Calculator: Horsepower, Weight, and Speed

0-60 MPH Performance Estimator

Enter your vehicle's specifications to estimate its 0-60 MPH acceleration time. This calculator uses a simplified physics model and your results are an estimation.

Enter the total weight of the vehicle in pounds (lbs).
Enter the engine's peak horsepower.
Enter the final drive ratio or a specific gear ratio. Higher numbers mean more torque multiplication.
Enter the outer diameter of your tires in inches.
Rear-Wheel Drive (RWD) All-Wheel Drive (AWD) Front-Wheel Drive (FWD) Select the vehicle's drivetrain configuration.

Estimated 0-60 MPH Time

–.– s
Power-to-Weight Ratio: –.– lbs/hp
Estimated Launch Force: –.– lbs
Tire Slip Factor (Estimated): –.–

The 0-60 MPH time is estimated using a simplified model considering power-to-weight ratio, torque, gear ratios, tire circumference, and estimated traction limitations. The core idea is that acceleration is proportional to force and inversely proportional to mass. Force ≈ (Engine Torque * Gear Ratio * Final Drive Ratio * Efficiency) / Tire Radius. This calculator simplifies by using HP and Weight directly to estimate a power-to-weight metric and then uses empirical data and formulas to estimate time. A higher power-to-weight ratio and better traction generally lead to faster 0-60 times.

Key Vehicle Metrics for 0-60 Estimation
Metric Unit Typical Range Impact on 0-60
Vehicle Weight lbs 2000 – 6000 Higher weight = Slower acceleration
Horsepower (HP) hp 100 – 1000+ Higher HP = Faster acceleration
Power-to-Weight Ratio lbs/hp 3 – 15 Lower ratio = Faster acceleration
Gear Ratio Ratio 2.0 – 5.0 Higher ratio = More torque at wheels, potentially faster launch but limits top speed
Tire Diameter inches 20 – 30 Larger diameter = Less torque at wheels, but potentially higher top speed in gears
Traction (Drivetrain) FWD, RWD, AWD AWD generally offers best traction for launching
Estimated 0-60 MPH Time vs. Horsepower

What is a 0-60 MPH Calculator?

A 0-60 MPH calculator is a specialized tool designed to estimate the time it takes for a vehicle to accelerate from a standstill (0 miles per hour) to 60 miles per hour. This metric is a fundamental benchmark for measuring a car's performance, particularly its acceleration capabilities. Automotive enthusiasts, potential buyers, and engineers often use this figure to compare different vehicles and understand their performance potential. The 0-60 MPH calculator essentially translates key vehicle specifications into a predicted acceleration time.

Who should use it?

  • Car Enthusiasts: To understand their current vehicle's performance or to compare potential upgrades.
  • Car Buyers: To gauge the performance level of a vehicle before making a purchase.
  • Automotive Journalists & Reviewers: As a quick reference or initial estimation tool.
  • Engineers & Tuners: To predict the impact of modifications on acceleration.

Common misconceptions about 0-60 times:

  • It's the only measure of performance: While crucial, 0-60 doesn't tell the whole story about handling, braking, or top speed.
  • All published times are exact: Manufacturer claims and independent tests can vary due to testing conditions, driver skill, and vehicle variations. Our 0-60 MPH calculator provides an estimate.
  • HP is everything: Weight, gearing, torque, and traction play equally significant roles in achieving a fast 0-60 time.

0-60 MPH Calculator Formula and Mathematical Explanation

The exact calculation of 0-60 MPH time involves complex physics, including engine torque curves, transmission losses, aerodynamic drag, rolling resistance, and tire grip dynamics. However, a simplified model can provide a reasonable estimate using key parameters. Our 0-60 MPH calculator uses a blend of physics principles and empirical formulas.

The fundamental principle is that acceleration is directly proportional to the net force acting on an object and inversely proportional to its mass (Newton's Second Law: F=ma). To achieve acceleration, a force must be generated at the wheels, overcoming resistance.

Key Calculations:

  1. Power-to-Weight Ratio (PWR): This is a primary indicator of acceleration potential. A lower number (more HP per pound) generally means faster acceleration.
    PWR = Vehicle Weight (lbs) / Horsepower (hp)
  2. Estimated Force at Wheels: This is a simplified calculation based on available torque at the wheels. While we use HP as an input, actual acceleration depends on torque delivery through the rev range. For simplicity, we estimate torque using HP at a typical peak torque RPM (e.g., 5000 RPM) and apply gear/drivetrain multipliers.
    Estimated Torque @ Wheels = (Horsepower * 5252) / Engine RPM (assuming peak torque RPM for simplicity)
    Force = (Estimated Torque @ Wheels * Gear Ratio Multiplier) / Tire Radius (inches)
    The 'Gear Ratio Multiplier' accounts for the selected gear and final drive. Tire Radius is calculated from Tire Diameter.
  3. Traction Limit: The force that can be applied before wheelspin occurs. This is heavily influenced by drivetrain type and tire compound. AWD vehicles typically have a higher traction limit than RWD or FWD. This factor is estimated based on drivetrain type.
  4. Acceleration Time Estimation: The calculated force is used to determine the acceleration rate, considering the vehicle's weight and the traction limit. This often involves iterative calculations or empirical formulas derived from real-world data. A common simplified approach relates PWR directly to estimated time, with adjustments for gearing and traction.
    A very basic empirical formula might look like: 0-60 Time ≈ (C * Vehicle Weight) / Horsepower * (Traction Factor) where C is a constant derived from real-world data. Our calculator refines this using more specific inputs.

Variables Table for 0-60 MPH Calculation

Variable Meaning Unit Typical Range
Vehicle Weight Total mass of the vehicle, including occupants and cargo. lbs (pounds) 2,000 – 6,000+
Horsepower (HP) Engine's peak power output. hp (horsepower) 100 – 1000+
Gear Ratio The ratio of the selected gear and the final drive ratio. Unitless Ratio 2.0 – 5.0 (Combined)
Tire Diameter Outer diameter of the vehicle's tires. inches 20 – 30
Drivetrain Type How power is delivered to the wheels (FWD, RWD, AWD). Type FWD, RWD, AWD
Power-to-Weight Ratio Horsepower per unit of weight. lbs/hp 3 – 15 (Lower is better)
Estimated Launch Force Approximate force generated at the tire contact patch. lbs (pounds) Varies widely
Tire Slip Factor An estimation of how much traction is available vs. needed. Unitless 0.5 – 1.2 (Approx.)
0-60 MPH Time Estimated time to reach 60 mph from standstill. seconds (s) 2.0 – 20.0+

Practical Examples (Real-World Use Cases)

Understanding how different factors affect 0-60 MPH times is best illustrated with examples. Let's consider two distinct vehicles:

Example 1: A Lightweight Sports Car

Vehicle: 2023 Mazda MX-5 Miata

  • Inputs:
    • Vehicle Weight: 2,400 lbs
    • Horsepower: 181 hp
    • Gear Ratio (Effective): 3.40
    • Tire Diameter: 25 inches
    • Drivetrain: RWD
  • Calculator Output:
    • Power-to-Weight Ratio: 13.26 lbs/hp
    • Estimated Launch Force: ~1200 lbs
    • Estimated 0-60 MPH Time: 5.8 seconds
  • Interpretation: Despite modest horsepower, the Miata's very low weight results in a competitive power-to-weight ratio. Its RWD setup allows for good traction off the line, contributing to a respectable 0-60 time for its class. This highlights how low weight can compensate for less horsepower.

Example 2: A Powerful Muscle Car

Vehicle: 2024 Ford Mustang GT

  • Inputs:
    • Vehicle Weight: 3,800 lbs
    • Horsepower: 480 hp
    • Gear Ratio (Effective): 3.73
    • Tire Diameter: 27 inches
    • Drivetrain: RWD
  • Calculator Output:
    • Power-to-Weight Ratio: 7.92 lbs/hp
    • Estimated Launch Force: ~2800 lbs
    • Estimated 0-60 MPH Time: 4.2 seconds
  • Interpretation: The Mustang GT has significantly more horsepower and a much better power-to-weight ratio than the Miata. While heavier, its ample power, combined with the torque multiplication from its gearing and RWD traction, enables dramatically quicker acceleration. This demonstrates the impact of high horsepower and torque on 0-60 MPH times.

How to Use This 0-60 MPH Calculator

Using our 0-60 MPH calculator is straightforward. Follow these steps to get an estimated performance figure for your vehicle:

  1. Gather Vehicle Information: You'll need accurate specifications for your car:
    • Vehicle Weight: Check your owner's manual, driver's side doorjamb sticker, or a reliable online source for your car's curb weight. Add weight for passengers or cargo if you want a more specific estimate for a loaded scenario.
    • Horsepower (HP): Find the peak horsepower rating from the manufacturer's specifications.
    • Gear Ratio: This can be tricky. For simplicity, you can often use the final drive ratio (e.g., found on a sticker in the engine bay or manual). If you want to simulate a specific gear, you might need to know the transmission's gear ratio for that gear and multiply it by the final drive ratio.
    • Tire Diameter: Measure the overall diameter of your tires in inches. This is crucial for calculating the distance covered per wheel revolution.
    • Drivetrain Type: Select RWD, FWD, or AWD based on your vehicle.
  2. Input the Data: Enter the gathered information into the corresponding fields in the calculator. Ensure you use the correct units (lbs for weight, inches for tire diameter).
  3. Calculate: Click the "Calculate" button.
  4. Interpret Results: The calculator will display:
    • Primary Result: Your estimated 0-60 MPH time in seconds.
    • Intermediate Values: Power-to-Weight Ratio, Estimated Launch Force, and Tire Slip Factor. These provide insights into *why* the time is what it is. A lower lbs/hp ratio is generally better. Higher launch force indicates more potential for rapid acceleration, while the slip factor hints at traction limitations.
    • Table & Chart: These provide context and visualization, showing how your vehicle's metrics compare and how horsepower influences acceleration.
  5. Decision Making:
    • Too Slow? If your estimated time is higher than desired, consider factors like reducing weight, increasing horsepower (tuning, intake/exhaust upgrades), or improving traction (performance tires).
    • As Expected? Use the results to confirm your vehicle's performance characteristics.
    • Comparing Cars: Use the calculator to compare the potential 0-60 times of different vehicles you are considering.
  6. Reset: Use the "Reset" button to clear all fields and start over with new data.
  7. Copy Results: Use the "Copy Results" button to easily share your findings or save them for later reference.

Key Factors That Affect 0-60 MPH Results

While our 0-60 MPH calculator provides a solid estimate, numerous real-world factors can cause the actual time to deviate. Understanding these nuances is key for a complete picture of vehicle performance:

  1. Weight Reduction: Removing unnecessary weight (e.g., spare tire, rear seats, lighter components) directly improves the power-to-weight ratio, leading to faster acceleration. Every 100 lbs shed can shave tenths off the 0-60 time.
  2. Horsepower & Torque Delivery: Peak horsepower is important, but how the engine delivers its power and torque across the rev range matters significantly. A car with a broader, flatter torque curve might feel faster and launch better than one with peaky power delivery, even with similar peak HP figures.
  3. Traction and Tires: This is arguably the most critical factor for launching. Without adequate grip, power is wasted as wheelspin. Performance tires, wider tires, and optimal tire pressures significantly improve traction. Drivetrain type (AWD > RWD > FWD) also plays a huge role.
  4. Gearing: Shorter gear ratios (numerically higher) provide more torque multiplication at the wheels, improving initial acceleration but limiting top speed in each gear. Longer ratios do the opposite. The choice of gear (especially first gear) and the final drive ratio are critical for 0-60 performance.
  5. Driver Skill: Launching a car effectively requires skill. Smooth clutch engagement (for manual transmissions), precise throttle control, and knowledge of the car's traction limits are essential. An experienced driver can significantly outperform a novice in the same vehicle.
  6. Aerodynamics: At higher speeds (approaching 60 mph), air resistance becomes a factor. Sleeker, more aerodynamic cars face less drag, allowing them to accelerate more efficiently in the later stages of the 0-60 run.
  7. Transmission Type and Efficiency: Automatic transmissions, dual-clutch transmissions (DCTs), and manual transmissions all have different characteristics and efficiency losses. Modern automatics and DCTs can often shift faster than a human, potentially leading to quicker times.
  8. Environmental Conditions: Temperature, humidity, and even altitude can affect engine performance and tire grip. Cooler, denser air generally benefits naturally aspirated engines, while hot, humid conditions can reduce power. Track surface conditions also drastically impact traction.

Frequently Asked Questions (FAQ)

Q1: Is the 0-60 time the only way to measure car performance?

A: No. While 0-60 MPH is a popular benchmark for acceleration, it doesn't measure handling, braking, cornering ability, or top speed. A car with a slower 0-60 time might be superior in other performance aspects.

Q2: How accurate is this 0-60 MPH calculator?

A: This calculator provides an *estimate* based on a simplified physics model. Real-world results can vary due to numerous factors like driver skill, specific tire compounds, exact drivetrain/transmission losses, and road conditions. It's a useful tool for comparison and understanding the impact of key variables.

Q3: Can I use this calculator for motorcycles?

A: While the basic physics principles apply, motorcycles have vastly different power delivery, weight distribution, and traction dynamics. This calculator is optimized for four-wheeled vehicles and may not yield accurate results for motorcycles.

Q4: What does a good Power-to-Weight Ratio look like?

A: Generally, a lower Power-to-Weight Ratio (lbs/hp) indicates better acceleration potential. Ratios below 10 lbs/hp are considered excellent and typically found in performance or sports cars. Ratios between 10-15 lbs/hp are good, while above 15 lbs/hp suggests more moderate acceleration capabilities, though still adequate for daily driving. Our 0-60 MPH calculator helps you see this ratio.

Q5: How does AWD affect 0-60 times compared to RWD or FWD?

A: All-Wheel Drive (AWD) systems typically offer the best traction off the line because power is distributed to all four wheels. This minimizes wheelspin during aggressive launches, often resulting in faster 0-60 times compared to similar RWD or FWD vehicles, especially in lower-powered cars or slippery conditions.

Q6: My car has less horsepower but a better 0-60 time than a more powerful car. Why?

A: This is likely due to differences in weight, gearing, traction, or driver skill. A lighter car with optimal gearing and excellent traction can often outperform a heavier car with more horsepower if those factors aren't utilized effectively.

Q7: Should I change my gear ratio to improve 0-60 times?

A: Changing gear ratios (especially the final drive) can significantly impact acceleration. Shorter gears (numerically higher) boost wheel torque, potentially improving 0-60 times. However, this also reduces fuel economy and raises engine RPM at cruising speeds, potentially decreasing top speed. It's a trade-off.

Q8: What is the role of the 'Tire Slip Factor' in the results?

A: The Tire Slip Factor is an estimation in our calculator that represents the balance between the force the engine is trying to apply and the maximum grip the tires can provide. A factor close to 1 suggests optimal grip. Values significantly above 1 imply excessive wheelspin, reducing acceleration efficiency. Our calculator uses this to adjust the estimated 0-60 time based on drivetrain type and power levels.

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var chartInstance = null; // Global variable to hold chart instance function getInputValue(id) { var element = document.getElementById(id); if (element && element.value) { return parseFloat(element.value); } return null; } function setError(elementId, message, isError) { var errorElement = document.getElementById(elementId); if (errorElement) { if (isError && message) { errorElement.textContent = message; errorElement.style.display = 'block'; } else { errorElement.textContent = "; errorElement.style.display = 'none'; } } } function isValidNumber(value, min, max, message) { if (value === null || isNaN(value)) { setError(message.errorElementId, "Please enter a valid number.", true); return false; } if (value max) { setError(message.errorElementId, `Value cannot exceed ${max}.`, true); return false; } setError(message.errorElementId, ", false); return true; } function calculate060() { // Input Validation var weight = getInputValue('vehicleWeight'); var hp = getInputValue('horsepower'); var gearRatio = getInputValue('gearRatio'); var tireDiameter = getInputValue('tireDiameter'); var drivetrain = document.getElementById('drivetrain').value; var isValid = true; var weightValidation = { id: 'vehicleWeight', min: 500, max: 10000, errorElementId: 'vehicleWeightError', label: 'Vehicle Weight' }; if (!isValidNumber(weight, weightValidation.min, weightValidation.max, { errorElementId: weightValidation.errorElementId })) isValid = false; var hpValidation = { id: 'horsepower', min: 10, max: 2000, errorElementId: 'horsepowerError', label: 'Horsepower' }; if (!isValidNumber(hp, hpValidation.min, hpValidation.max, { errorElementId: hpValidation.errorElementId })) isValid = false; var gearRatioValidation = { id: 'gearRatio', min: 1.0, max: 10.0, errorElementId: 'gearRatioError', label: 'Gear Ratio' }; if (!isValidNumber(gearRatio, gearRatioValidation.min, gearRatioValidation.max, { errorElementId: gearRatioValidation.errorElementId })) isValid = false; var tireDiameterValidation = { id: 'tireDiameter', min: 15, max: 40, errorElementId: 'tireDiameterError', label: 'Tire Diameter' }; if (!isValidNumber(tireDiameter, tireDiameterValidation.min, tireDiameterValidation.max, { errorElementId: tireDiameterValidation.errorElementId })) isValid = false; if (!isValid) { document.getElementById('primaryResult').textContent = '–.– s'; document.getElementById('powerToWeightRatio').innerHTML = 'Power-to-Weight Ratio: –.– lbs/hp'; document.getElementById('estimatedForce').innerHTML = 'Estimated Launch Force: –.– lbs'; document.getElementById('tireSlipFactor').innerHTML = 'Tire Slip Factor (Estimated): –.–'; return; } // — Calculations — // 1. Power-to-Weight Ratio var powerToWeightRatio = weight / hp; // lbs/hp // 2. Estimate Torque and Force at Wheels (Simplified) // Assume peak torque is roughly at 5000 RPM for HP input calculation simplification var estimatedTorque = (hp * 5252) / 5000; // lb-ft var tireRadiusInches = tireDiameter / 2; var tireRadiusFeet = tireRadiusInches / 12; // Combine gear ratio and final drive for simplicity if only one input is provided. // Assume the input 'gearRatio' represents the combined effective ratio for the launch gear. var effectiveGearRatio = gearRatio; // Convert torque to force at the tire circumference // Force (lbs) = Torque (lb-ft) * 12 (in/ft) / Radius (in) var estimatedForceAtTire = (estimatedTorque * 12) / tireRadiusInches; // Apply effective gear ratio var launchForce = estimatedForceAtTire * effectiveGearRatio; // This is an approximation of force at the contact patch // 3. Estimate Traction Limit / Slip Factor (Highly Empirical) var tractionCoefficient = 0.8; // Default for RWD/FWD, higher for AWD if (drivetrain === 'awd') { tractionCoefficient = 1.1; // AWD generally has better launch traction } else if (drivetrain === 'rwd') { tractionCoefficient = 0.9; // RWD can be good but prone to wheelspin } else { // FWD tractionCoefficient = 0.7; // FWD often struggles with traction on launch } // Basic slip factor estimation: ratio of required force to available traction force // This is very simplified. Real slip is complex. var estimatedTireSlipFactor = launchForce / (weight * tractionCoefficient * 0.5); // Simplified comparison to weight * friction coeff if (estimatedTireSlipFactor > 1.2) estimatedTireSlipFactor = 1.2; // Cap it // 4. Estimate 0-60 Time (Empirical Formula based on PWR and Slip) // This is a common simplified formula. Constants are empirically derived. // Time (seconds) = Constant * (Weight / HP) * (Slip Adjustment Factor) var timeConstant = 0.06; // This constant is highly generalized. var slipAdjustment = 1 + (estimatedTireSlipFactor – 1) * 0.5; // Adjust time slightly based on slip var estimated060 = timeConstant * powerToWeightRatio * slipAdjustment; // Adjustments for very high HP / low weight or very low HP / high weight if (powerToWeightRatio 15) { // Lower performance estimated060 *= 1.1; } if (estimatedTireSlipFactor > 1.1) { // Significant slip estimated060 *= 1.15; // Penalize for excessive slip } // Ensure result is within reasonable bounds and format if (estimated060 20.0) estimated060 = 20.0; // Maximum realistic time var formatted060 = estimated060.toFixed(2); var formattedPwr = powerToWeightRatio.toFixed(2); var formattedForce = launchForce.toFixed(0); var formattedSlip = estimatedTireSlipFactor.toFixed(2); document.getElementById('primaryResult').textContent = formatted060 + ' s'; document.getElementById('powerToWeightRatio').innerHTML = 'Power-to-Weight Ratio: ' + formattedPwr + ' lbs/hp'; document.getElementById('estimatedForce').innerHTML = 'Estimated Launch Force: ' + formattedForce + ' lbs'; document.getElementById('tireSlipFactor').innerHTML = 'Tire Slip Factor (Estimated): ' + formattedSlip + ''; updateChart(weight, hp, estimated060); } function resetCalculator() { document.getElementById('vehicleWeight').value = '3500'; document.getElementById('horsepower').value = '300'; document.getElementById('gearRatio').value = '3.55'; document.getElementById('tireDiameter').value = '26'; document.getElementById('drivetrain').value = 'rwd'; // Clear errors setError('vehicleWeightError', ", false); setError('horsepowerError', ", false); setError('gearRatioError', ", false); setError('tireDiameterError', ", false); calculate060(); // Recalculate with default values } function copyResults() { var primaryResult = document.getElementById('primaryResult').textContent; var pwr = document.getElementById('powerToWeightRatio').textContent.replace('Power-to-Weight Ratio: ', ").trim(); var force = document.getElementById('estimatedForce').textContent.replace('Estimated Launch Force: ', ").trim(); var slip = document.getElementById('tireSlipFactor').textContent.replace('Tire Slip Factor (Estimated): ', ").trim(); var assumptions = "Key Assumptions:\n"; assumptions += "- Vehicle Weight: " + document.getElementById('vehicleWeight').value + " lbs\n"; assumptions += "- Horsepower: " + document.getElementById('horsepower').value + " hp\n"; assumptions += "- Gear Ratio (Effective): " + document.getElementById('gearRatio').value + "\n"; assumptions += "- Tire Diameter: " + document.getElementById('tireDiameter').value + " inches\n"; assumptions += "- Drivetrain: " + document.getElementById('drivetrain').options[document.getElementById('drivetrain').selectedIndex].text + "\n"; var textToCopy = "— Estimated 0-60 MPH Performance —\n\n"; textToCopy += "Estimated Time: " + primaryResult + "\n"; textToCopy += "Power-to-Weight Ratio: " + pwr + "\n"; textToCopy += "Estimated Launch Force: " + force + "\n"; textToCopy += "Tire Slip Factor: " + slip + "\n\n"; textToCopy += assumptions; // Use navigator.clipboard for modern browsers if (navigator.clipboard && navigator.clipboard.writeText) { navigator.clipboard.writeText(textToCopy).then(function() { alert('Results copied to clipboard!'); }).catch(function(err) { console.error('Failed to copy text: ', err); // Fallback for older browsers or environments where clipboard API isn't available copyToClipboardFallback(textToCopy); }); } else { copyToClipboardFallback(textToCopy); } } // Fallback for older browsers function copyToClipboardFallback(text) { var textArea = document.createElement("textarea"); textArea.value = text; textArea.style.position = "fixed"; // Avoid scrolling to bottom of page in MS Edge. textArea.style.left = "0"; textArea.style.top = "0"; textArea.style.opacity = "0"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'successful' : 'unsuccessful'; console.log('Fallback: Copying text command was ' + msg); alert('Results copied to clipboard!'); } catch (err) { console.error('Fallback: Unable to copy text.', err); alert('Failed to copy results. Please copy manually.'); } document.body.removeChild(textArea); } function toggleFaq(element) { var content = element.nextElementSibling; var allFaqItems = document.querySelectorAll('.faq-item p'); allFaqItems.forEach(function(item) { if (item !== content && item.style.display === 'block') { item.style.display = 'none'; } }); if (content.style.display === 'block') { content.style.display = 'none'; } else { content.style.display = 'block'; } } function updateChart(currentWeight, currentHp, current060) { var ctx = document.getElementById('speedChart').getContext('2d'); // Destroy previous chart instance if it exists if (chartInstance) { chartInstance.destroy(); } // Generate data for the chart var chartDataPoints = []; var maxHpForChart = Math.max(currentHp, 600); // Ensure current HP is included, extend up to 600hp or more var step = maxHpForChart / 10; for (var hp = 50; hp 1.2) slipFactor = 1.2; var estimatedTime = 0.06 * estimatedPwr * (1 + (slipFactor – 1) * 0.5); if (estimatedPwr 15) estimatedTime *= 1.1; if (slipFactor > 1.1) estimatedTime *= 1.15; if (estimatedTime 20.0) estimatedTime = 20.0; chartDataPoints.push({ hp: hp, time: estimatedTime }); } // Add the current input point if it's not already there var currentPointExists = chartDataPoints.some(function(point) { return Math.abs(point.hp – currentHp) < step / 2; }); if (!currentPointExists) { chartDataPoints.push({ hp: currentHp, time: current060 }); chartDataPoints.sort(function(a, b) { return a.hp – b.hp; }); // Keep sorted } // Prepare data for two series: Estimated Time and Power-to-Weight Ratio var hpLabels = chartDataPoints.map(function(point) { return point.hp.toFixed(0); }); var timeData = chartDataPoints.map(function(point) { return point.time.toFixed(2); }); var pwrData = chartDataPoints.map(function(point) { return (document.getElementById('vehicleWeight').value / point.hp).toFixed(2); }); chartInstance = new Chart(ctx, { type: 'line', data: { labels: hpLabels, datasets: [{ label: 'Estimated 0-60 MPH Time (s)', data: timeData, borderColor: '#004a99', // Primary color backgroundColor: 'rgba(0, 74, 153, 0.1)', fill: false, tension: 0.1, yAxisID: 'y-axis-time' }, { label: 'Power-to-Weight Ratio (lbs/hp)', data: pwrData, borderColor: '#28a745', // Success color backgroundColor: 'rgba(40, 167, 69, 0.1)', fill: false, tension: 0.1, yAxisID: 'y-axis-pwr' }] }, options: { responsive: true, maintainAspectRatio: false, scales: { x: { title: { display: true, text: 'Horsepower (HP)' } }, 'y-axis-time': { type: 'linear', position: 'left', title: { display: true, text: 'Time (seconds)' }, reverse: true, // Lower time is better, so reverse the scale suggestedMin: 1, suggestedMax: 15 }, 'y-axis-pwr': { type: 'linear', position: 'right', title: { display: true, text: 'lbs/hp' }, suggestedMin: 0, suggestedMax: 20 } }, plugins: { tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || ''; if (label) { label += ': '; } if (context.parsed.y !== null) { label += context.parsed.y; } return label; } } } } } }); } // Initial calculation on page load document.addEventListener('DOMContentLoaded', function() { resetCalculator(); // Set defaults and calculate // Initial chart update with default values var defaultWeight = getInputValue('vehicleWeight'); var defaultHp = getInputValue('horsepower'); // Need a dummy calculation for initial chart value if not set var initial060 = 7.0; // Placeholder if (defaultWeight && defaultHp) { var initialPwr = defaultWeight / defaultHp; var initialForce = 1500; // Dummy var initialSlip = 1.0; // Dummy initial060 = (0.06 * initialPwr * (1 + (initialSlip – 1) * 0.5)).toFixed(2); if (initial060 20.0) initial060 = 20.0; } updateChart(defaultWeight, defaultHp, parseFloat(initial060)); });

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