Suspension Weight Calculator

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Suspension Weight Calculator

Dial in your vehicle's handling with precise weight distribution analysis.

Vehicle Suspension Weight Analysis

Enter the total curb weight of your vehicle in kilograms (kg).
Enter the percentage of weight carried by the front axle (e.g., 55 for 55%).
Desired spring stiffness for the front suspension in Newtons per millimeter.
Desired spring stiffness for the rear suspension in Newtons per millimeter.
A factor representing the damping force of the front shocks (e.g., 0.7 for 70% of max stiffness). Adjust based on damping characteristics.
A factor representing the damping force of the rear shocks (e.g., 0.6 for 60% of max stiffness).

Your Suspension Analysis Results

Front Axle Weight

Rear Axle Weight

Spring Rate Balance

The primary result estimates the required damping force distribution based on weight and spring rates. The Spring Rate Balance is calculated as (Front Spring Rate / Rear Spring Rate). Ideal balance often aims for a ratio between 1.0 and 1.5 for sporty handling, but this varies greatly by vehicle type and driver preference.
Suspension Weight Distribution & Spring Rate Comparison
Parameter Value Unit
Total Vehicle Weight kg
Front Weight Distribution %
Rear Weight Distribution %
Front Axle Weight kg
Rear Axle Weight kg
Target Front Spring Rate N/mm
Target Rear Spring Rate N/mm
Front Shock Stiffness Factor (Arbitrary)
Rear Shock Stiffness Factor (Arbitrary)
Spring Rate Balance (F/R) Ratio
Estimated Damping Force Ratio (F/R) Ratio

What is Suspension Weight Analysis?

Suspension weight analysis, often visualized through a suspension weight calculator, is a crucial process in automotive engineering and performance tuning. It involves understanding how the total weight of a vehicle is distributed between the front and rear axles, and how this distribution interacts with the chosen spring rates and damping characteristics of the suspension system. Proper analysis helps in achieving optimal handling, stability, and ride comfort. It's not just about the static weight; it's about how that weight shifts during acceleration, braking, and cornering, and how the suspension components manage those forces.

Who should use it:

  • Performance car enthusiasts modifying their vehicles for track days or spirited driving.
  • Automotive engineers and designers developing new vehicle platforms.
  • Owners seeking to improve their vehicle's ride quality and handling balance.
  • Anyone interested in the physics of vehicle dynamics.

Common misconceptions:

  • "All cars should have a 50/50 weight distribution." While ideal for some applications, many production cars have different distributions (e.g., front-wheel drive cars are often front-heavy) for practical reasons. The goal is often optimal *balance* for the intended use, not necessarily a perfect 50/50 split.
  • "Stiffer springs always mean better handling." Overly stiff springs can reduce tire contact with the road, leading to a harsh ride and potentially worse grip. The spring rate must be matched to the vehicle's weight, intended use, and damping.
  • "Damping is solely determined by the shock absorber's firmness." Damping is a complex interaction between the shock absorber's valving and the spring rate. The calculator helps visualize the *desired balance* of these forces.

Suspension Weight Calculator Formula and Mathematical Explanation

This suspension weight calculator uses fundamental principles of weight distribution and aims to provide a balanced approach to selecting suspension components. The core idea is to understand how the vehicle's mass is supported and how the suspension elements (springs and shocks) are expected to behave under load.

Calculations Performed:

  1. Axle Weight Calculation: The total vehicle weight is divided between the front and rear axles based on the provided percentage.
    • Front Axle Weight = Total Vehicle Weight * (Front Weight Distribution % / 100)
    • Rear Axle Weight = Total Vehicle Weight * ((100 – Front Weight Distribution %) / 100)
  2. Spring Rate Balance: This metric compares the stiffness of the front springs to the rear springs.
    • Spring Rate Balance = Front Spring Rate / Rear Spring Rate
    A ratio closer to 1.0 indicates a more balanced setup, while a higher ratio means the front is stiffer relative to the rear.
  3. Estimated Damping Force Ratio: This calculation is a simplified representation of how the damping forces might be distributed, considering both the shock stiffness factor and the spring rates. A more sophisticated calculation would involve suspension geometry, motion ratios, and specific damper curves. For this calculator, we approximate it using the ratio of (Front Spring Rate * Front Shock Factor) to (Rear Spring Rate * Rear Shock Factor).
    • Estimated Damping Force Ratio = (Front Spring Rate * Front Shock Stiffness Factor) / (Rear Spring Rate * Rear Shock Stiffness Factor)

Variables and Typical Ranges:

Variable Meaning Unit Typical Range
Total Vehicle Weight The total mass of the vehicle including fluids, occupants, and cargo (curb weight is a common baseline). kg 500 – 3000+
Front Weight Distribution Percentage of the vehicle's total weight supported by the front axle. % 40 – 65
Front Spring Rate The force required to compress the front spring by one millimeter. N/mm 20 – 100+ (varies widely)
Rear Spring Rate The force required to compress the rear spring by one millimeter. N/mm 20 – 100+ (varies widely)
Front Shock Stiffness Factor A relative measure of the front shock absorber's damping force, normalized. (Arbitrary) 0.1 – 1.0
Rear Shock Stiffness Factor A relative measure of the rear shock absorber's damping force, normalized. (Arbitrary) 0.1 – 1.0
Front Axle Weight The calculated weight supported by the front suspension. kg Calculated
Rear Axle Weight The calculated weight supported by the rear suspension. kg Calculated
Spring Rate Balance Ratio of front spring rate to rear spring rate. Indicates relative stiffness. Ratio 0.5 – 2.0+ (ideal varies)
Estimated Damping Force Ratio Ratio of front to rear damping forces, considering springs and shock factors. Ratio Calculated

Practical Examples (Real-World Use Cases)

Understanding the application of a suspension weight calculator is best done through examples. These scenarios illustrate how different inputs lead to varying results and interpretations.

Example 1: Modifying a Sport Compact Car

Scenario: A user is modifying a front-wheel-drive hatchback (e.g., Honda Civic) for spirited street driving and occasional track use. They've installed stiffer aftermarket springs and are trying to balance the setup.

Inputs:

  • Total Vehicle Weight: 1350 kg
  • Front Weight Distribution: 60%
  • Target Front Spring Rate: 50 N/mm
  • Target Rear Spring Rate: 40 N/mm
  • Front Shock Stiffness Factor: 0.8
  • Rear Shock Stiffness Factor: 0.7

Calculator Outputs:

  • Front Axle Weight: 810 kg
  • Rear Axle Weight: 540 kg
  • Spring Rate Balance: 1.25 (50 / 40)
  • Estimated Damping Force Ratio: (50 * 0.8) / (40 * 0.7) = 40 / 28 = 1.43
  • Main Result: The calculated damping force ratio of 1.43 suggests the front suspension might be significantly stiffer in its response than the rear, potentially leading to understeer if not managed by other factors like anti-roll bars.

Interpretation: With a 60/40 weight distribution and a spring rate balance of 1.25, the 1.43 damping ratio indicates the front is handling a larger proportion of the load and dynamic forces. This setup might encourage initial understeer, common in FWD cars. Adjusting sway bars or fine-tuning damper settings would be the next logical step.

Example 2: Optimizing a Rear-Wheel-Drive Sports Car

Scenario: The owner of a rear-wheel-drive sports coupe (e.g., Mazda MX-5) wants a neutral, agile feel for autocross events. They have a near-perfect weight distribution.

Inputs:

  • Total Vehicle Weight: 1100 kg
  • Front Weight Distribution: 51%
  • Target Front Spring Rate: 35 N/mm
  • Target Rear Spring Rate: 30 N/mm
  • Front Shock Stiffness Factor: 0.7
  • Rear Shock Stiffness Factor: 0.7

Calculator Outputs:

  • Front Axle Weight: 561 kg
  • Rear Axle Weight: 539 kg
  • Spring Rate Balance: 1.17 (35 / 30)
  • Estimated Damping Force Ratio: (35 * 0.7) / (30 * 0.7) = 24.5 / 21 = 1.17
  • Main Result: The estimated damping force ratio closely matches the spring rate balance, indicating a well-matched and balanced setup for predictable handling.

Interpretation: This setup, with near-equal weight distribution and balanced spring rates and damping factors, is expected to provide a very neutral handling characteristic. The slight front bias in springs and damping aligns with the slight front weight bias, aiming for a responsive but not overly pushy or loose feel. This is ideal for precise control in dynamic maneuvers.

How to Use This Suspension Weight Calculator

This suspension weight calculator is designed for ease of use, whether you're a seasoned mechanic or a curious car owner. Follow these simple steps to get valuable insights into your vehicle's suspension dynamics.

Step-by-Step Instructions:

  1. Gather Vehicle Information:
    • Total Vehicle Weight (Curb Weight): Find your vehicle's curb weight from the owner's manual or manufacturer's specifications. This is the weight of the car with standard equipment, full fluids, but without passengers or cargo.
    • Front Weight Distribution: This is often found in the vehicle's technical specifications. If unavailable, you can estimate it (a 50/50 split is rare; front-engine cars are usually front-heavy). You can also get a rough estimate using truck scales.
    • Target Spring Rates: Determine the desired spring stiffness (in N/mm) for both front and rear. This might be based on aftermarket spring specifications, previous experience, or desired handling characteristics (e.g., softer for comfort, stiffer for performance).
    • Shock Stiffness Factors: Estimate the relative damping force of your shocks. This is often subjective or based on product descriptions (e.g., "sport tuned," "comfort oriented"). A factor of 0.5 might represent standard damping, while 0.7-0.9 could be sportier.
  2. Enter Your Data: Input the gathered values into the corresponding fields in the calculator. Ensure you use the correct units (kg for weight, % for distribution, N/mm for spring rates).
  3. Validate Inputs: The calculator includes inline validation. If you enter non-numeric, negative, or out-of-range values, error messages will appear below the relevant input field. Correct these before proceeding.
  4. Calculate: Click the "Calculate Suspension Needs" button.

How to Read Results:

  • Main Result: This provides a key takeaway, often highlighting the balance of forces or a critical ratio. Pay close attention to its interpretation.
  • Intermediate Values:
    • Front/Rear Axle Weight: Shows the static load each axle carries.
    • Spring Rate Balance: A ratio indicating how much stiffer the front springs are compared to the rear (or vice versa). A value > 1 means the front is stiffer.
    • Estimated Damping Force Ratio: This gives an idea of the relative damping force bias between front and rear, considering both springs and shocks.
  • Table: The detailed table summarizes all your inputs and the calculated outputs for easy reference.
  • Chart: Visualizes the comparison between axle weights and spring rates, offering a quick graphical overview of the suspension balance.

Decision-Making Guidance:

  • Handling Balance: A Spring Rate Balance and Damping Force Ratio significantly above 1.0 might indicate a tendency towards understeer (front pushes wide in a corner), especially in front-wheel-drive cars. A ratio below 1.0 might suggest oversteer (rear slides out). Aim for a balance appropriate for your driving style and vehicle type.
  • Ride Comfort: Very high spring rates (leading to a high balance ratio) often result in a harsher ride.
  • Tire Wear: Imbalanced suspension settings can lead to uneven tire wear.
  • Further Adjustments: Use the results as a guide. Real-world tuning often involves adjusting anti-roll bars, shock absorber settings (if adjustable), and tire pressures in conjunction with spring rates.

Use the "Copy Results" button to save your calculations or share them with a mechanic. Remember, this calculator provides an estimate; professional tuning might be required for perfect results.

Key Factors That Affect Suspension Weight Results

While a suspension weight calculator provides valuable estimates, several real-world factors can influence the actual performance and how the calculated results translate into handling characteristics. Understanding these factors is crucial for effective suspension tuning.

  1. Dynamic Weight Transfer: The calculator primarily uses static weight distribution. However, during acceleration, braking, and cornering, weight shifts dynamically. Hard acceleration transfers weight rearward, braking transfers it forward, and cornering loads the outside wheels heavily. These dynamic shifts are critical and influence how spring rates and damping need to be chosen. High lateral G-forces, for instance, will dramatically increase the load on the outer suspension components.
  2. Unsprung Weight: This refers to the mass of the components not supported by the suspension, such as wheels, tires, brakes, and parts of the suspension arms. Lower unsprung weight allows the suspension to react more quickly to bumps and maintain better tire contact. While not directly calculated here, it's an underlying principle that affects how responsive the entire system feels, regardless of static weight distribution.
  3. Motion Ratios: The ratio between the movement of the wheel and the compression of the spring/shock is not always 1:1. Many suspension designs (like double wishbone or MacPherson struts) have specific motion ratios that effectively alter the "feel" of the spring rate at the wheel. A higher motion ratio means the spring needs to compress more to achieve a certain wheel travel, making it feel softer. This calculator assumes a simplified relationship.
  4. Anti-Roll Bars (Sway Bars): These components connect the left and right sides of the suspension, primarily to resist body roll during cornering. They significantly influence handling balance and can be used to fine-tune the effects of spring rates. A stiffer front anti-roll bar can reduce understeer, while a stiffer rear bar can increase it. They work *in conjunction* with spring rates.
  5. Dampening Curves (Compression & Rebound): Shock absorbers don't just have a single "stiffness"; they have specific curves for compression (bump) and rebound (extension), often varying with the speed of suspension movement. The "Shock Stiffness Factor" is a simplification. The precise valving of the shocks plays a huge role in controlling wheel oscillations and body movements, complementing the spring rates.
  6. Tire Characteristics: Tires are the ultimate connection to the road. Their stiffness, compound (grip level), and pressure significantly affect handling. Tire behavior under load, during slip angles, and their interaction with surface imperfections are paramount. Even the "perfect" suspension setup will perform poorly with inadequate tires.
  7. Driver Input and Preferences: What feels balanced and optimal is subjective. A driver preferring a more responsive, slightly oversteery feel might intentionally set up their suspension differently than someone who prioritizes stability and predictability. The calculator provides objective data, but the driver's style is a key factor in final tuning.

Frequently Asked Questions (FAQ)

Q1: What is the most important number from this calculator?

The main result, typically highlighting the Estimated Damping Force Ratio or Spring Rate Balance, is often the most insightful. It gives you a quick understanding of how the forces are distributed between the front and rear, which directly relates to potential understeer or oversteer tendencies.

Q2: My car has a much higher front weight distribution (e.g., 65%). How does this affect my spring rate balance?

With a higher front weight bias, you might need stiffer front springs relative to the rear to maintain a balanced feel, especially under braking and cornering. However, excessively stiff front springs on a heavy-front car can lead to severe understeer. It's a delicate balance often requiring adjustments to anti-roll bars as well.

Q3: Can I use this calculator to determine the *exact* spring rate I need?

This calculator provides a strong guideline based on weight distribution and desired balance. However, the "exact" spring rate depends on many factors not included, like vehicle dynamics, intended use (street, track, off-road), driver preference, and the specific characteristics of your shocks. It's a starting point for educated decisions.

Q4: What does "Shock Stiffness Factor" mean?

It's a simplified way to represent the relative damping force of your shock absorbers. A factor of 1.0 might represent a baseline or maximum damping capability, while lower values indicate less damping. It helps estimate how the shocks might contribute to the overall handling balance in conjunction with the springs.

Q5: My Spring Rate Balance is 1.0. Is that ideal?

A Spring Rate Balance of 1.0 means your front and rear springs have identical rates. This is often considered balanced but might not be optimal for all vehicles. For instance, many rear-wheel-drive cars benefit from slightly stiffer rear springs (balance 1.0) to manage weight transfer and reduce understeer.

Q6: How do I adjust my suspension based on the calculator's results?

If the results suggest a potential handling imbalance (e.g., high damping ratio indicating understeer), you might consider: increasing rear spring rate, decreasing front spring rate, adjusting shock settings (if applicable), or modifying anti-roll bar stiffness. Always make one change at a time and test thoroughly.

Q7: Does ride height affect these calculations?

Ride height (which is affected by spring length and preload) influences suspension geometry and weight distribution slightly. While this calculator focuses on core weight and rate balance, significant changes in ride height can alter handling dynamics and should be considered alongside these calculations.

Q8: Where can I find my vehicle's weight distribution?

You can often find the front/rear weight distribution percentage in the vehicle's original factory service manual, owner's manual, or reputable automotive review sites for your specific model year. Some performance shops can also weigh your vehicle on scales to provide precise figures.

Related Tools and Internal Resources

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var frontShockStiffness = parseFloat(document.getElementById('frontShockStiffness').value); var rearShockStiffness = parseFloat(document.getElementById('rearShockStiffness').value); var resultsContainer = document.getElementById('resultsContainer'); var mainResultDiv = document.getElementById('mainResult'); var frontAxleWeightSpan = document.getElementById('frontAxleWeight'); var rearAxleWeightSpan = document.getElementById('rearAxleWeight'); var springRateBalanceSpan = document.getElementById('springRateBalance'); var resultsTableBody = document.getElementById('resultsTableBody'); var isValid = true; if (!validateInput('vehicleWeight', 500, 3000, 'vehicleWeightError')) isValid = false; if (!validateInput('frontWeightPercentage', 40, 65, 'frontWeightPercentageError')) isValid = false; if (!validateInput('frontSpringRate', 10, 200, 'frontSpringRateError')) isValid = false; if (!validateInput('rearSpringRate', 10, 200, 'rearSpringRateError')) isValid = false; if (!validateInput('frontShockStiffness', 0.1, 1.0, 'frontShockStiffnessError')) isValid = false; if (!validateInput('rearShockStiffness', 0.1, 1.0, 'rearShockStiffnessError')) isValid = false; if (!isValid) { resultsContainer.style.display = 'none'; return; } var rearWeightPercentage = 100 – frontWeightPercentage; var frontAxleWeight = vehicleWeight * (frontWeightPercentage / 100); var rearAxleWeight = vehicleWeight * (rearWeightPercentage / 100); var springRateBalance = 0; if (rearSpringRate !== 0) { springRateBalance = frontSpringRate / rearSpringRate; } var dampingForceRatio = 0; if (rearSpringRate !== 0 && rearShockStiffness !== 0) { dampingForceRatio = (frontSpringRate * frontShockStiffness) / (rearSpringRate * rearShockStiffness); } var mainResultText = ""; if (dampingForceRatio > 1.2) { mainResultText = "Potential Understeer Bias"; } else if (dampingForceRatio < 0.8) { mainResultText = "Potential Oversteer Bias"; } else { mainResultText = "Balanced Setup Likely"; } mainResultDiv.textContent = mainResultText; frontAxleWeightSpan.textContent = frontAxleWeight.toFixed(1) + ' kg'; rearAxleWeightSpan.textContent = rearAxleWeight.toFixed(1) + ' kg'; springRateBalanceSpan.textContent = springRateBalance.toFixed(2); resultsContainer.style.display = 'block'; // Update table document.getElementById('tableVehicleWeight').textContent = vehicleWeight.toFixed(0); document.getElementById('tableFrontWeightPerc').textContent = frontWeightPercentage.toFixed(1); document.getElementById('tableRearWeightPerc').textContent = rearWeightPercentage.toFixed(1); document.getElementById('tableFrontAxleWeight').textContent = frontAxleWeight.toFixed(1); document.getElementById('tableRearAxleWeight').textContent = rearAxleWeight.toFixed(1); document.getElementById('tableFrontSpringRate').textContent = frontSpringRate.toFixed(1); document.getElementById('tableRearSpringRate').textContent = rearSpringRate.toFixed(1); document.getElementById('tableFrontShockStiffness').textContent = frontShockStiffness.toFixed(2); document.getElementById('tableRearShockStiffness').textContent = rearShockStiffness.toFixed(2); document.getElementById('tableSpringRateBalance').textContent = springRateBalance.toFixed(2); document.getElementById('tableDampingRatio').textContent = dampingForceRatio.toFixed(2); updateChart(frontAxleWeight, rearAxleWeight, frontSpringRate, rearSpringRate); } function resetCalculator() { document.getElementById('vehicleWeight').value = '1500'; document.getElementById('frontWeightPercentage').value = '55'; document.getElementById('frontSpringRate').value = '40'; document.getElementById('rearSpringRate').value = '30'; document.getElementById('frontShockStiffness').value = '0.7'; document.getElementById('rearShockStiffness').value = '0.6'; // Clear errors document.getElementById('vehicleWeightError').textContent = ''; document.getElementById('vehicleWeightError').classList.remove('visible'); document.getElementById('frontWeightPercentageError').textContent = ''; document.getElementById('frontWeightPercentageError').classList.remove('visible'); document.getElementById('frontSpringRateError').textContent = ''; document.getElementById('frontSpringRateError').classList.remove('visible'); document.getElementById('rearSpringRateError').textContent = ''; document.getElementById('rearSpringRateError').classList.remove('visible'); document.getElementById('frontShockStiffnessError').textContent = ''; document.getElementById('frontShockStiffnessError').classList.remove('visible'); document.getElementById('rearShockStiffnessError').textContent = ''; document.getElementById('rearShockStiffnessError').classList.remove('visible'); document.getElementById('resultsContainer').style.display = 'none'; } function copyResults() { var mainResult = document.getElementById('mainResult').textContent; var frontAxleWeight = document.getElementById('frontAxleWeight').textContent; var rearAxleWeight = document.getElementById('rearAxleWeight').textContent; var springRateBalance = document.getElementById('springRateBalance').textContent; var vehicleWeight = document.getElementById('tableVehicleWeight').textContent; var frontWeightPerc = document.getElementById('tableFrontWeightPerc').textContent; var rearWeightPerc = document.getElementById('tableRearWeightPerc').textContent; var frontSpringRate = document.getElementById('tableFrontSpringRate').textContent; var rearSpringRate = document.getElementById('tableRearSpringRate').textContent; var frontShockStiffness = document.getElementById('tableFrontShockStiffness').textContent; var rearShockStiffness = document.getElementById('tableRearShockStiffness').textContent; var tableSpringRateBalance = document.getElementById('tableSpringRateBalance').textContent; var tableDampingRatio = document.getElementById('tableDampingRatio').textContent; var textToCopy = "— Suspension Analysis Results —\n\n"; textToCopy += "Key Finding: " + mainResult + "\n"; textToCopy += "Front Axle Weight: " + frontAxleWeight + "\n"; textToCopy += "Rear Axle Weight: " + rearAxleWeight + "\n"; textToCopy += "Spring Rate Balance (F/R): " + springRateBalance + "\n\n"; textToCopy += "— Detailed Breakdown —\n"; textToCopy += "Total Vehicle Weight: " + vehicleWeight + " kg\n"; textToCopy += "Front Weight Distribution: " + frontWeightPerc + " %\n"; textToCopy += "Rear Weight Distribution: " + rearWeightPerc + " %\n"; textToCopy += "Target Front Spring Rate: " + frontSpringRate + " N/mm\n"; textToCopy += "Target Rear Spring Rate: " + rearSpringRate + " N/mm\n"; textToCopy += "Front Shock Stiffness Factor: " + frontShockStiffness + " (Arbitrary)\n"; textToCopy += "Rear Shock Stiffness Factor: " + rearShockStiffness + " (Arbitrary)\n"; textToCopy += "Spring Rate Balance (F/R): " + tableSpringRateBalance + "\n"; textToCopy += "Estimated Damping Force Ratio (F/R): " + tableDampingRatio + "\n"; navigator.clipboard.writeText(textToCopy).then(function() { alert('Results copied to clipboard!'); }).catch(function(err) { console.error('Failed to copy: ', err); alert('Failed to copy results. Please copy manually.'); }); } function updateChart(frontWeight, rearWeight, frontSpring, rearSpring) { var ctx = document.getElementById('suspensionChart').getContext('2d'); // Destroy previous chart instance if it exists if (chartInstance) { chartInstance.destroy(); } var labels = ['Weight Distribution', 'Spring Rate']; var weightData = [frontWeight, rearWeight]; var springData = [frontSpring, rearSpring]; // Normalize spring data relative to max spring rate for visualization var maxSpring = Math.max(frontSpring, rearSpring); var normalizedSpringData = [ (frontSpring / maxSpring) * (frontWeight + rearWeight) / 2, // Scale spring contribution relative to average weight (rearSpring / maxSpring) * (frontWeight + rearWeight) / 2 ]; chartInstance = new Chart(ctx, { type: 'bar', data: { labels: labels, datasets: [{ label: 'Front Axle Weight (kg)', data: [frontWeight, 0], // Only relevant for the first label backgroundColor: 'rgba(0, 74, 153, 0.6)', borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1 }, { label: 'Rear Axle Weight (kg)', data: [0, rearWeight], // Only relevant for the second label backgroundColor: 'rgba(40, 167, 69, 0.6)', borderColor: 'rgba(40, 167, 69, 1)', borderWidth: 1 }, { label: 'Normalized Front Spring Rate', data: [normalizedSpringData[0], 0], // Positioned on the 'Spring Rate' bar group backgroundColor: 'rgba(255, 193, 7, 0.6)', borderColor: 'rgba(255, 193, 7, 1)', borderWidth: 1 }, { label: 'Normalized Rear Spring Rate', data: [0, normalizedSpringData[1]], // Positioned on the 'Spring Rate' bar group backgroundColor: 'rgba(220, 53, 69, 0.6)', borderColor: 'rgba(220, 53, 69, 1)', borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: true, scales: { y: { beginAtZero: true, title: { display: true, text: 'Value' } }, x: { title: { display: true, text: 'Category' } } }, plugins: { tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || ''; if (label) { label += ': '; } if (context.parsed.y !== undefined) { label += context.parsed.y.toFixed(context.dataset.label.includes('kg') ? 0 : 2); } return label; } } }, legend: { display: true, position: 'top' } } } }); } // Initial calculation on load document.addEventListener('DOMContentLoaded', function() { // Add Chart.js script dynamically var chartJsScript = document.createElement('script'); chartJsScript.src = 'https://cdn.jsdelivr.net/npm/chart.js'; chartJsScript.onload = function() { // Initial calculation after Chart.js is loaded resetCalculator(); // Set default values calculateSuspensionWeight(); // Perform initial calculation }; document.head.appendChild(chartJsScript); });

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