Calculate Axle Weight by Suspension Psi

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Calculate Axle Weight by Suspension PSI

Truck Axle Weight Calculator

Enter your suspension's details to estimate the axle weight.
This calculator is for estimation purposes and assumes uniform load distribution.

Typical PSI for heavy-duty truck air suspension.
Count the air springs supporting the axle.
Consult your air spring manufacturer's specifications.
Ratio of distance from axle center to bellows attachment point vs. axle center to wheel center.
The empty weight of the vehicle without cargo.

Estimated Axle Weight

— lbs
Total Force Generated by Bellows: — lbs
Weight Contribution from Suspension: — lbs
Estimated Gross Axle Weight: — lbs

Axle Weight is estimated using: (Suspension PSI * Effective Bellows Area * Leverage Ratio * Number of Bellows) + (Tare Weight / Number of Axles). Assumes a simplified model.

Axle Weight vs. Suspension Pressure

Chart shows estimated axle weight variation with changing suspension PSI, assuming other factors remain constant.

Key Variable Explanations and Typical Ranges
Variable Meaning Unit Typical Range
Suspension Pressure (PSI) The air pressure within the suspension bellows, directly influencing the force applied. PSI 20 – 100 PSI (varies greatly by system and load)
Number of Air Bellows per Axle The count of individual air spring units supporting a single axle. Count 2 – 6
Effective Bellows Area (sq in) The cross-sectional area of the air spring that effectively generates force at a given pressure. Square Inches (sq in) 50 – 200 sq in
Shock Absorber Leverage Ratio Translates the force generated by the bellows into weight supported by the axle. Higher ratio means bellows force has more leverage. Ratio 1.5 – 4.0
Vehicle Tare Weight (lbs) The weight of the vehicle itself, excluding any cargo. Important for total weight calculations. Pounds (lbs) 10,000 – 40,000+ lbs
Number of Axles The total number of axles on the vehicle. Used to distribute tare weight. Count 2 – 10+

What is Axle Weight Calculation by Suspension PSI?

Calculating axle weight by suspension PSI is a method used primarily in the trucking and heavy vehicle industry to estimate the load being placed on a specific axle (or axle group) by analyzing the air pressure within its suspension system. Air suspension systems utilize compressed air to support the vehicle's load. The amount of air pressure, combined with the physical characteristics of the air springs (bellows) and leverage ratios, directly dictates the force exerted, which translates into the weight supported by that axle. This calculation is crucial for ensuring compliance with weight regulations, optimizing load distribution, maintaining vehicle stability, and preventing premature wear on tires and suspension components.

This type of calculation is essential for truck drivers, fleet managers, logistics coordinators, and vehicle maintenance personnel. Understanding how suspension PSI correlates to axle weight helps in making informed decisions about loading practices. For instance, a driver can adjust air pressure (within safe limits) to better distribute weight if an axle is nearing its legal limit, or to improve ride quality.

A common misconception is that suspension PSI alone determines the total axle weight. While PSI is a primary driver, it's only one factor. The effective area of the air bellows, the leverage ratio of the suspension geometry, the number of bellows per axle, and the vehicle's inherent tare weight all play significant roles. Furthermore, this calculation provides an *estimated* axle weight; actual weight should always be verified using certified scales, especially for regulatory compliance.

Axle Weight Calculation by Suspension PSI Formula and Mathematical Explanation

The core principle behind calculating axle weight from suspension PSI relies on the fundamental physics of pneumatics and leverage. Air pressure exerts force over an area. In an air suspension system, this force is amplified or modified by the suspension's geometry before being applied to the axle.

The formula can be broken down into several steps:

  1. Calculate Force Generated by a Single Bellow: The force exerted by the compressed air in a single air spring (bellow) is the product of the air pressure and the effective area over which that pressure acts.

    Force per Bellow = Suspension PSI × Effective Bellows Area
  2. Calculate Total Force from All Bellows on the Axle: If an axle is supported by multiple air bellows, the total force generated by the suspension system is the force per bellow multiplied by the number of bellows.

    Total Bellows Force = Force per Bellow × Number of Bellows per Axle
  3. Factor in Leverage Ratio: The suspension geometry often includes a leverage ratio. This ratio determines how the force generated by the bellows is translated into weight supported by the axle. A higher leverage ratio means the bellows force has a greater mechanical advantage.

    Weight Contribution from Suspension = Total Bellows Force × Shock Absorber Leverage Ratio
  4. Account for Tare Weight Distribution: The vehicle's tare weight (its own weight without cargo) is distributed across all its axles. To estimate the total weight on the axle in question, we add the tare weight allocated to that axle to the weight contribution from the suspension. Assuming a uniform distribution, the tare weight per axle is the total tare weight divided by the number of axles.

    Tare Weight per Axle = Vehicle Tare Weight / Total Number of Axles
  5. Calculate Estimated Gross Axle Weight (GAW): The final estimated axle weight is the sum of the weight contribution from the suspension and the tare weight allocated to that axle.

    Estimated GAW = Weight Contribution from Suspension + Tare Weight per Axle

Combining these steps, the simplified overall formula used in this calculator is:

Estimated GAW = (Suspension PSI × Effective Bellows Area × Shock Absorber Leverage Ratio × Number of Bellows per Axle) + (Vehicle Tare Weight / Total Number of Axles)

Variable Explanations Table:

Variable Meaning Unit Typical Range
Suspension Pressure (PSI) The air pressure maintained within the air springs. Higher pressure generally indicates a heavier load or an adjustment for load distribution. Pounds per Square Inch (PSI) 20 – 100 PSI (highly variable based on vehicle type, load, and suspension design)
Number of Air Bellows per Axle The count of individual air spring units that support a particular axle or axle group. Some axles use dual bellows. Count 2 – 6 (common configurations include 2 or 4 per axle)
Effective Bellows Area (sq in) The operational cross-sectional area of the air bellows. This is a critical parameter provided by the manufacturer, as it's the surface the PSI acts upon. Square Inches (sq in) 50 – 200 sq in (depends on bellows size and manufacturer)
Shock Absorber Leverage Ratio This ratio represents the mechanical advantage provided by the suspension linkage. It's the ratio of the distance from the axle centerline to the bellows attachment point versus the distance from the axle centerline to the wheel contact patch. It effectively multiplies the force generated by the bellows. Ratio (dimensionless) 1.5 – 4.0 (specific to suspension geometry)
Vehicle Tare Weight (lbs) The weight of the vehicle itself when empty, without any cargo or passengers. This is the base weight that needs to be supported. Pounds (lbs) 10,000 – 40,000+ lbs (for semi-trucks and heavy haulers)
Total Number of Axles The total count of axles on the vehicle. This is used to distribute the vehicle's tare weight evenly across all axles for this estimation. Count 2 – 10+ (e.g., a tractor-trailer might have 3 axles, a rigid truck 2 or 3)

Practical Examples (Real-World Use Cases)

Understanding the theoretical formula is one thing, but seeing how it applies in real-world scenarios helps clarify its utility. Here are two examples demonstrating the calculation of axle weight by suspension PSI.

Example 1: Standard Road Haulage Truck

Consider a typical semi-trailer truck preparing for a long-haul delivery. The driver needs to ensure the trailer axles are within legal weight limits before departing.

  • Scenario: A 5-axle tractor-trailer (1 steering axle, 2 drive axles on tractor, 2 axles on trailer). Driver is checking the trailer axles.
  • Inputs:
    • Suspension Pressure (PSI): 75 PSI
    • Number of Air Bellows per Axle (Trailer): 4 (2 per side)
    • Effective Bellows Area (sq in): 150 sq in
    • Shock Absorber Leverage Ratio (Trailer suspension): 2.8
    • Vehicle Tare Weight (lbs) (Tractor + Trailer): 35,000 lbs
    • Total Number of Axles: 5
  • Calculation Steps:
    1. Force per Bellow = 75 PSI × 150 sq in = 11,250 lbs
    2. Total Bellows Force = 11,250 lbs × 4 = 45,000 lbs
    3. Weight Contribution from Suspension = 45,000 lbs × 2.8 = 126,000 lbs
    4. Tare Weight per Axle = 35,000 lbs / 5 axles = 7,000 lbs
    5. Estimated Gross Axle Weight (Trailer Axle Group) = 126,000 lbs + 7,000 lbs = 133,000 lbs

    Note: This calculated value (133,000 lbs) is extremely high and indicates a likely error in the input data (e.g., incorrect leverage ratio or effective area assumption for a typical trailer axle). A realistic trailer axle weight limit is around 34,000 lbs. This highlights the importance of accurate input data and realistic expectations from the model. Let's re-evaluate with more typical numbers for trailer axles.

Example 1 (Revised): Standard Road Haulage Truck Trailer Axle

Let's correct the previous example with more realistic values for trailer axles.

  • Scenario: Checking a single axle group (typically 2 axles close together) on a semi-trailer.
  • Inputs:
    • Suspension Pressure (PSI): 60 PSI
    • Number of Air Bellows per Axle (for ONE axle): 2 (1 per side)
    • Effective Bellows Area (sq in): 100 sq in
    • Shock Absorber Leverage Ratio (Trailer suspension): 2.0
    • Vehicle Tare Weight (lbs) (Tractor + Trailer): 35,000 lbs
    • Total Number of Axles on the COMPLETE vehicle: 5
    • Important Assumption: This calculation estimates the weight on ONE axle. We need to estimate the load distribution for *one* axle, not the entire trailer axle group. Let's assume the Tare Weight per axle (7,000 lbs) is reasonably distributed.
  • Calculation Steps:
    1. Force per Bellow = 60 PSI × 100 sq in = 6,000 lbs
    2. Total Bellows Force (for ONE axle) = 6,000 lbs × 2 = 12,000 lbs
    3. Weight Contribution from Suspension (for ONE axle) = 12,000 lbs × 2.0 = 24,000 lbs
    4. Tare Weight per Axle = 7,000 lbs (This is the portion of the vehicle's empty weight on this specific axle)
    5. Estimated Gross Axle Weight (for ONE trailer axle) = 24,000 lbs + 7,000 lbs = 31,000 lbs
  • Interpretation: An estimated axle weight of 31,000 lbs is close to the legal limit of 34,000 lbs for many regions. If the driver knows the trailer holds 40,000 lbs of cargo, they might consider distributing the cargo more evenly across the trailer's axles or reducing the load slightly to stay safely under the limit for each individual axle.

Example 2: Heavy-Duty Dump Truck

A dump truck operator needs to estimate the weight on the drive axles to ensure they don't overload the truck or exceed road restrictions when carrying heavy materials like gravel or construction debris.

  • Scenario: A large dump truck with tandem drive axles (meaning two axles close together acting as a unit).
  • Inputs:
    • Suspension Pressure (PSI): 90 PSI
    • Number of Air Bellows per Axle (for ONE axle): 2 (1 per side)
    • Effective Bellows Area (sq in): 180 sq in
    • Shock Absorber Leverage Ratio (Drive axle suspension): 2.5
    • Vehicle Tare Weight (lbs): 28,000 lbs
    • Total Number of Axles: 3 (1 front, 2 tandem drive)
    • Note: For tandem axles, the weight is often calculated per axle and then summed, or a specific calculation for the axle group is used. For simplicity here, we'll estimate for ONE drive axle.
  • Calculation Steps:
    1. Force per Bellow = 90 PSI × 180 sq in = 16,200 lbs
    2. Total Bellows Force (for ONE axle) = 16,200 lbs × 2 = 32,400 lbs
    3. Weight Contribution from Suspension (for ONE axle) = 32,400 lbs × 2.5 = 81,000 lbs
    4. Tare Weight per Axle = 28,000 lbs / 3 axles = 9,333 lbs (approx)
    5. Estimated Gross Axle Weight (for ONE drive axle) = 81,000 lbs + 9,333 lbs = 90,333 lbs
  • Interpretation: This estimated weight (90,333 lbs) is astronomically high for a single truck axle, far exceeding typical limits (often around 20,000-25,000 lbs per axle). This scenario underscores the critical need for accurate input data. If these numbers were entered correctly, it would strongly suggest that the suspension setup is designed for extreme loads or the inputs are misrepresenting the actual system. For a dump truck, such high readings might occur if the airbags are overinflated for the load, or if the leverage ratio is exceptionally high. Operators must always verify actual weights with onboard scales or weighbridges. This calculator serves as an initial check, not a final authority.

How to Use This Axle Weight by Suspension PSI Calculator

This calculator simplifies the estimation of axle weight based on your truck's air suspension system. Follow these steps for accurate results:

  1. Gather Your Vehicle's Specifications: Before using the calculator, you'll need specific details about your truck's air suspension. This includes:
    • The current or desired Suspension Pressure (PSI).
    • The Number of Air Bellows that support the axle you are interested in (e.g., 2 bellows per axle, one on each side).
    • The Effective Bellows Area in square inches (this is a technical specification usually found in your air spring manufacturer's catalog or technical manual).
    • The Shock Absorber Leverage Ratio, which is determined by the suspension geometry. This might be available from the vehicle manufacturer or suspension supplier.
    • The Vehicle Tare Weight (the empty weight of the truck and trailer combined).
    • The Total Number of Axles on the entire vehicle combination.
  2. Input the Values: Enter each piece of information into the corresponding field in the calculator. Ensure you use the correct units (PSI, sq in, lbs).
  3. Perform the Calculation: Click the "Calculate Axle Weight" button.
  4. Interpret the Results:
    • The Primary Result (large font) shows the Estimated Gross Axle Weight in pounds (lbs). This is the total estimated weight on the axle (or axle group) you are analyzing.
    • The Intermediate Results provide a breakdown:
      • Total Force Generated by Bellows: The raw force produced by the air pressure acting on the bellows before leverage.
      • Weight Contribution from Suspension: How much weight is added to the axle due to the inflated air springs and leverage.
      • Estimated Gross Axle Weight: The final sum, including the suspension's contribution and the distributed tare weight of the vehicle.
    • Formula Explanation: A brief description of the underlying calculation is provided for transparency.
    • Table: The table below the calculator details each variable, its meaning, units, and typical ranges, helping you understand the inputs better.
    • Chart: The dynamic chart visually represents how changes in suspension pressure (PSI) might affect the estimated axle weight, assuming other factors remain constant.
  5. Decision-Making Guidance:
    • Compare to Limits: Compare the calculated Estimated Gross Axle Weight against legal weight limits for your jurisdiction (e.g., 34,000 lbs for a tandem axle group, 20,000-25,000 lbs for a single drive axle).
    • Load Adjustment: If the estimated weight is too high, consider adjusting cargo distribution, reducing load, or consulting with a professional about suspension adjustments. If it's too low for the cargo, you might be able to increase PSI slightly, but always stay within the manufacturer's recommendations and legal limits.
    • Accuracy Check: Remember this is an estimation. For precise weight compliance, always use certified scales.
  6. Reset and Copy: Use the "Reset" button to clear inputs and start over with default values. Use the "Copy Results" button to easily transfer the calculated values for reporting or sharing.

Key Factors That Affect Axle Weight Results

While the formula provides a quantitative estimate, several real-world factors can influence the actual axle weight and the accuracy of the calculation. Understanding these is key to a comprehensive assessment:

  • Accuracy of Input Data: This is paramount. If the effective bellows area, leverage ratio, or even the tire pressure is misreported or outdated, the calculated axle weight will be inaccurate. Manufacturers' specifications must be precise.
  • Load Distribution Within the Cargo: The formula assumes a relatively uniform distribution of cargo weight. In reality, cargo can shift, creating uneven loads. A poorly distributed load might place more stress on one side of an axle or one axle within a group than the calculation suggests. This is particularly relevant for bulk materials or irregularly shaped items.
  • Dynamic Load Changes: Driving conditions introduce dynamic forces. Acceleration, braking, and cornering can temporarily increase or decrease the load on an axle beyond the static weight. Suspension systems are designed to manage these, but they contribute to variations.
  • Tire Inflation Pressure: While the calculator focuses on air suspension PSI, the inflation pressure in the tires also affects how the vehicle's weight is supported and distributed. Underinflated tires can increase rolling resistance and alter load dynamics.
  • Suspension Wear and Maintenance: Worn-out bushings, damaged bellows, or leaky air lines can compromise the suspension's ability to maintain correct pressure and leverage, leading to inaccurate force transmission and thus, inaccurate axle weight readings. Regular maintenance is crucial.
  • Temperature Fluctuations: Air pressure can change with ambient temperature. While modern systems have regulators, extreme temperature shifts can cause minor variations in air pressure, potentially affecting the suspension's force output slightly. This is usually a minor factor compared to others but can be relevant in extreme climates.
  • Combination Vehicle Specifics: For tractor-trailers, the distribution of weight between the tractor and trailer, and among the trailer's axles, is complex. The calculation assumes a simple even distribution of tare weight. In practice, fifth-wheel placement and trailer design influence this significantly.
  • Road Crown and Grade: Driving on a crowned road or a steep grade will cause weight to shift slightly from one side of the vehicle to the other, impacting individual axle loads. The calculation typically represents an average or level-ground scenario.

Frequently Asked Questions (FAQ)

Q1: How accurate is calculating axle weight by suspension PSI?

This method provides a good estimate for understanding load distribution and potential weight issues. However, it relies on precise input data (especially effective area and leverage ratio) and assumes ideal conditions. For legal compliance, always use certified weigh scales.

Q2: Can I adjust my suspension PSI to carry more weight?

You can adjust PSI to meet the requirements of your load and maintain ride quality, but you cannot exceed the Gross Axle Weight Rating (GAWR) specified by the vehicle manufacturer or legal weight limits. Overinflating beyond recommendations can damage the suspension and is illegal. Always consult your vehicle's manual.

Q3: What is the difference between Tare Weight and Gross Vehicle Weight (GVW)?

Tare weight is the weight of the vehicle when empty. Gross Vehicle Weight (GVW) is the total weight of the vehicle plus its cargo and passengers. Gross Axle Weight (GAW) is the portion of the GVW carried by a specific axle or axle group.

Q4: My calculator shows a very high axle weight. What could be wrong?

This usually indicates incorrect input values. Double-check the effective bellows area, leverage ratio, and the number of bellows. It's also possible you entered the tare weight or number of axles incorrectly. Recalculate with verified specifications.

Q5: Does this calculator work for all types of trucks (e.g., rigid trucks, buses)?

The principle applies to any vehicle with air suspension. However, the specific input values (effective area, leverage ratio, tare weight, number of axles) will differ significantly between vehicle types. Ensure you use data relevant to the specific vehicle you are analyzing.

Q6: What if my truck doesn't have air suspension?

This calculator is specifically designed for vehicles equipped with air suspension systems. For vehicles with leaf spring or other mechanical suspension types, axle weight is typically determined by weighing the vehicle on scales, as PSI is not a relevant factor.

Q7: How often should I check my suspension PSI?

Regular checks are recommended, especially before long trips or when carrying heavy loads. Many modern trucks have onboard systems that monitor and adjust PSI automatically, but manual checks are still valuable for verifying system health and understanding load conditions.

Q8: What is the typical legal weight limit for a single drive axle in the US?

In the United States, the Federal Highway Administration (FHWA) generally sets a federal limit of 20,000 pounds (9,072 kg) for a single-axle load on non-interstate highways and 25,000 pounds (11,340 kg) on Interstate highways for trucks operating under the Surface Transportation Assistance Act (STAA). However, state regulations can vary, and specific limits may apply based on tire configuration and bridge formulas. Always consult local regulations.

Related Tools and Internal Resources

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var totalBellowsForce = forcePerBellow * bellows; var suspensionWeightContribution = totalBellowsForce * leverage; var tareWeightPerAxle = tare / numAxles; var estimatedGAW = suspensionWeightContribution + tareWeightPerAxle; document.getElementById('primaryResult').textContent = estimatedGAW.toFixed(0) + ' lbs'; document.getElementById('intermediateTotalForce').querySelector('span').textContent = totalBellowsForce.toFixed(0) + ' lbs'; document.getElementById('intermediateWeightOnAxle').querySelector('span').textContent = suspensionWeightContribution.toFixed(0) + ' lbs'; document.getElementById('intermediateGrossAxleWeight').querySelector('span').textContent = estimatedGAW.toFixed(0) + ' lbs'; updateChart(); } function resetCalculator() { document.getElementById('suspensionPSI').value = 80; document.getElementById('numberOfBellows').value = 4; document.getElementById('effectiveArea').value = 120; document.getElementById('shockAbsorberLeverage').value = 2.5; document.getElementById('tareWeight').value = 25000; if (document.getElementById('totalAxles')) document.getElementById('totalAxles').value = 2; // Reset if exists // Clear error messages document.getElementById('suspensionPSIError').textContent = "; document.getElementById('numberOfBellowsError').textContent = "; document.getElementById('effectiveAreaError').textContent = "; document.getElementById('shockAbsorberLeverageError').textContent = "; document.getElementById('tareWeightError').textContent = "; if (document.getElementById('totalAxlesError')) document.getElementById('totalAxlesError').textContent = "; // Reset input borders document.getElementById('suspensionPSI').style.borderColor = '#ccc'; document.getElementById('numberOfBellows').style.borderColor = '#ccc'; document.getElementById('effectiveArea').style.borderColor = '#ccc'; document.getElementById('shockAbsorberLeverage').style.borderColor = '#ccc'; document.getElementById('tareWeight').style.borderColor = '#ccc'; if (document.getElementById('totalAxles')) document.getElementById('totalAxles').style.borderColor = '#ccc'; calculateAxleWeight(); // Recalculate with default values } function copyResults() { var primaryResult = document.getElementById('primaryResult').textContent; var intermediateForce = document.getElementById('intermediateTotalForce').querySelector('span').textContent; var intermediateSuspension = document.getElementById('intermediateWeightOnAxle').querySelector('span').textContent; var intermediateGAW = document.getElementById('intermediateGrossAxleWeight').querySelector('span').textContent; var resultText = "Estimated Axle Weight Calculation:\n\n"; resultText += "Primary Result (Estimated Gross Axle Weight): " + primaryResult + "\n"; resultText += "Intermediate Values:\n"; resultText += "- Total Force Generated by Bellows: " + intermediateForce + "\n"; resultText += "- Weight Contribution from Suspension: " + intermediateSuspension + "\n"; resultText += "- Estimated Gross Axle Weight: " + intermediateGAW + "\n\n"; resultText += "Key Assumptions:\n"; resultText += "- Suspension Pressure: " + document.getElementById('suspensionPSI').value + " PSI\n"; resultText += "- Number of Bellows per Axle: " + document.getElementById('numberOfBellows').value + "\n"; resultText += "- Effective Bellows Area: " + document.getElementById('effectiveArea').value + " sq in\n"; resultText += "- Leverage Ratio: " + document.getElementById('shockAbsorberLeverage').value + "\n"; resultText += "- Vehicle Tare Weight: " + document.getElementById('tareWeight').value + " lbs\n"; if (document.getElementById('totalAxles')) { resultText += "- Total Number of Axles: " + document.getElementById('totalAxles').value + "\n"; } var textArea = document.createElement("textarea"); textArea.value = resultText; 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!' : 'Copying failed!'; console.log(msg); // Optionally show a temporary message to the user var copyMessage = document.createElement('div'); copyMessage.textContent = msg; copyMessage.style.cssText = 'position: fixed; bottom: 20px; left: 50%; transform: translateX(-50%); background: #004a99; color: white; padding: 10px 20px; border-radius: 5px; z-index: 1000;'; document.body.appendChild(copyMessage); setTimeout(function() { document.body.removeChild(copyMessage); }, 2000); } catch (err) { console.error('Fallback: Oops, unable to copy', err); } document.body.removeChild(textArea); } function updateChart() { var psiInput = document.getElementById('suspensionPSI'); var bellowsInput = document.getElementById('numberOfBellows'); var areaInput = document.getElementById('effectiveArea'); var leverageInput = document.getElementById('shockAbsorberLeverage'); var tareInput = document.getElementById('tareWeight'); var numAxlesInput = document.getElementById('totalAxles') ? document.getElementById('totalAxles') : { value: 2 }; // Default if not present chartData.labels = []; chartData.datasets[0].data = []; chartData.datasets[1].data = []; var basePsi = parseFloat(psiInput.value); var baseBellows = parseFloat(bellowsInput.value); var baseArea = parseFloat(areaInput.value); var baseLeverage = parseFloat(leverageInput.value); var baseTare = parseFloat(tareInput.value); var baseNumAxles = parseFloat(numAxlesInput.value); // Ensure base values are valid before proceeding if (isNaN(basePsi) || isNaN(baseBellows) || isNaN(baseArea) || isNaN(baseLeverage) || isNaN(baseTare) || isNaN(baseNumAxles) || baseNumAxles === 0) { // If base inputs are invalid, clear chart and return if (chart) { chart.data = chartData; chart.update(); } return; } // Generate data points around the current PSI value var psiStep = basePsi * 0.1; // Step by 10% of current PSI var startPsi = Math.max(0, basePsi – psiStep * 3); // Start 3 steps below var endPsi = basePsi + psiStep * 3; // End 3 steps above for (var psi = startPsi; psi <= endPsi; psi += psiStep === 0 ? 1 : psiStep) { // Ensure psiStep is not zero if (psi < 0) continue; // Skip negative PSI var currentForcePerBellow = psi * baseArea; var currentTotalBellowsForce = currentForcePerBellow * baseBellows; var currentSuspensionContribution = currentTotalBellowsForce * baseLeverage; var currentTarePerAxle = baseTare / baseNumAxles; var currentEstimatedGAW = currentSuspensionContribution + currentTarePerAxle; chartData.labels.push(psi.toFixed(0) + ' PSI'); chartData.datasets[0].data.push(currentEstimatedGAW); chartData.datasets[1].data.push(currentSuspensionContribution); } if (!chart) { var ctx = document.getElementById('axleWeightChart').getContext('2d'); chart = new Chart(ctx, { type: 'line', data: chartData, options: { responsive: true, maintainAspectRatio: false, scales: { y: { beginAtZero: true, title: { display: true, text: 'Weight (lbs)' } }, x: { title: { display: true, text: 'Suspension Pressure (PSI)' } } }, plugins: { tooltip: { mode: 'index', intersect: false }, legend: { position: 'top', } }, hover: { mode: 'nearest', intersect: true } } }); } else { chart.data = chartData; chart.update(); } } // Add totalAxles input to DOM dynamically if not present, crucial for calculation // This assumes 'totalAxles' should always be considered. // If it's meant to be optional or inferred, adjust logic. document.addEventListener('DOMContentLoaded', function() { var totalAxlesInput = document.getElementById('totalAxles'); if (!totalAxlesInput) { var inputGroup = document.createElement('div'); inputGroup.className = 'input-group'; var label = document.createElement('label'); label.htmlFor = 'totalAxles'; label.textContent = 'Total Number of Axles'; var input = document.createElement('input'); input.type = 'number'; input.id = 'totalAxles'; input.value = '2'; // Default value input.min = '1'; var helperText = document.createElement('span'); helperText.className = 'helper-text'; helperText.textContent = 'Total axles on the entire vehicle combination.'; var errorMsg = document.createElement('span'); errorMsg.className = 'error-message'; errorMsg.id = 'totalAxlesError'; inputGroup.appendChild(label); inputGroup.appendChild(input); inputGroup.appendChild(helperText); inputGroup.appendChild(errorMsg); // Find the position to insert the new input group // Assuming it should be before the buttons var buttonsContainer = document.querySelector('.button-group'); if (buttonsContainer && buttonsContainer.parentNode) { buttonsContainer.parentNode.insertBefore(inputGroup, buttonsContainer); } else { // Fallback: append to the calculator container if buttons not found document.querySelector('.loan-calc-container').appendChild(inputGroup); } } // Add Chart.js library var script = document.createElement('script'); script.src = 'https://cdn.jsdelivr.net/npm/chart.js'; script.onload = function() { calculateAxleWeight(); // Initial calculation and chart update }; document.head.appendChild(script); // Add event listeners for real-time validation and calculation var inputs = document.querySelectorAll('.loan-calc-container input[type="number"], .loan-calc-container select'); Array.from(inputs).forEach(function(input) { input.addEventListener('input', calculateAxleWeight); }); });

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