Mn Truck Weight Calculator

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MN Truck Weight Calculator

Ensure compliance and optimize your loads in Minnesota.

Truck Weight Calculation

Weight on the steer axle (e.g., 15000).
Weight on the first drive axle (e.g., 20000).
Weight on the second drive axle (e.g., 20000).
Distance in feet (e.g., 10).
Weight on the first trailer axle (e.g., 20000).
4 ft 5 ft 6 ft 7 ft 8 ft 9 ft 10 ft 11 ft 12 ft 13 ft 14 ft 15 ft 16 ft 17 ft 18 ft 19 ft 20 ft 21 ft 22 ft 23 ft 24 ft 25 ft 26 ft 27 ft 28 ft 29 ft 30 ft 31 ft 32 ft 33 ft 34 ft 35 ft 36 ft 37 ft 38 ft 39 ft 40 ft 41 ft 42 ft 43 ft 44 ft 45 ft 46 ft 47 ft 48 ft 49 ft 50 ft
Distance between the center of the first and last axle group in feet.

Your Truck Weight Summary

Single Axle Limit
Tandem Axle Limit
Bridge Formula Limit

Weight Distribution Analysis

Visual comparison of axle weights and limits.

Axle Weight Breakdown

Axle Group Weight (lbs) MN Limit (lbs)
Steer Axle 20000
Drive Axle 1 20000
Drive Axle 2 20000
Trailer Axle 1 20000
Tandem Axle Group (Drive) 34000
Tandem Axle Group (Trailer) 34000
Total Gross Weight 80000
Current axle weights compared to standard Minnesota limits.

What is the MN Truck Weight Calculator?

The MN Truck Weight Calculator is a specialized online tool designed to help commercial vehicle operators, fleet managers, and logistics professionals determine if their truck's weight distribution complies with Minnesota's trucking regulations. This calculator focuses on critical weight limits, including individual axle weights, tandem axle weights, the Minnesota Bridge Formula, and the overall Gross Vehicle Weight (GVW). Understanding and adhering to these limits is crucial for preventing costly fines, ensuring road safety, and protecting infrastructure.

Who Should Use It:

  • Commercial Truck Drivers: To quickly verify their load before hitting the road or encountering weigh stations.
  • Fleet Managers: To optimize load planning and ensure all vehicles in their fleet are compliant.
  • Logistics and Dispatchers: To manage freight distribution and avoid overweight issues that can delay shipments.
  • Owner-Operators: To maintain operational efficiency and avoid penalties.
  • Anyone hauling significant loads within or through Minnesota.

Common Misconceptions:

  • "If my total weight is under 80,000 lbs, I'm fine." This is a dangerous misconception. Minnesota has strict limits on individual axle and axle group weights, as well as the Bridge Formula, which can result in overweight violations even if the total GVW is legal.
  • "All axle limits are the same." Limits vary significantly between single axles, tandem axles, and tridem axles, and are influenced by axle spacing.
  • "The Bridge Formula only applies to very long trucks." The Bridge Formula is a complex calculation that applies to many configurations and is critical for preventing damage to bridges.
  • "I can just eyeball my weight distribution." Accurate measurement at a scale is essential. This calculator helps estimate and check against legal limits, but it's not a substitute for certified scales.

MN Truck Weight Calculator Formula and Mathematical Explanation

The MN Truck Weight Calculator utilizes several key regulations to determine compliance. The primary components are the standard weight limits for axles and the Minnesota Bridge Formula.

Axle Weight Limits:

  • Single Axle Limit: Typically 20,000 pounds (lbs) in Minnesota for standard operations.
  • Tandem Axle Group Limit: Typically 34,000 pounds (lbs) for a group of two axles spaced 4 to 10 feet apart. For other spacings, different limits apply.

Gross Vehicle Weight (GVW) Limit:

  • The standard maximum GVW is 80,000 pounds (lbs). However, the actual legal GVW can be limited by the Bridge Formula or specific axle limits.

The Minnesota Bridge Formula:

This formula is designed to limit the weight on any group of two or more axles based on the distance between them, protecting bridges from excessive stress. The formula generally takes the form:

W = 500 * ( ( L*N + 1*N*N ) / (N-1) )

Where:

  • W = Maximum allowable weight on any group of two or more axles, in pounds.
  • L = Distance in feet between the centers of the outermost axles in the group.
  • N = Number of axles in the group.

For a standard 5-axle truck (single steer, two drive, two trailer axles), the critical Bridge Formula calculation often involves the distance between the steer axle and the last axle, or between the first drive axle and the last trailer axle, depending on the specific configuration and spacing.

A simplified approach often used for common configurations checks the weight between axles based on specific spacing rules. For a 5-axle configuration, the formula is often applied to the drive tandem and trailer tandem axles separately, as well as the overall span.

Our calculator specifically evaluates:

  1. Individual axle weights against their limits (Steer: 20,000 lbs; Drive/Trailer Tandem: 34,000 lbs).
  2. The *total* weight of the two drive axles (if specified) against the tandem limit.
  3. The *total* weight of the two trailer axles (if specified) against the tandem limit.
  4. The total Gross Vehicle Weight (sum of all axles) against the 80,000 lbs GVW limit.
  5. The weight allowed by the Bridge Formula based on the specified axle separation for the drive and trailer axles. The calculator uses a common interpretation for a 5-axle truck, checking the drive tandem and the overall bridge span.

The *most restrictive* of these limits (GVW, axle group, or Bridge Formula) determines the legal maximum weight for the truck configuration.

Variables Table:

Variable Meaning Unit Typical Range
Axle Weights (Steer, Drive 1, Drive 2, Trailer 1) Weight on each individual axle or axle group. Pounds (lbs) 0 – 25,000+ lbs (depending on axle type and load)
Distance between Axles Spacing between the centers of axles or axle groups. Feet (ft) 1.0 – 50.0+ ft
Tandem Axle Group Two axles spaced between 4 ft and 10 ft apart. Pounds (lbs) Limit: 34,000 lbs
Bridge Formula Limit Maximum weight allowed based on axle spacing and number of axles. Pounds (lbs) Varies significantly; can be higher or lower than 80,000 lbs depending on configuration.
Gross Vehicle Weight (GVW) Total weight of the vehicle and its cargo. Pounds (lbs) Limit: 80,000 lbs (standard maximum)

Practical Examples (Real-World Use Cases)

Here are a couple of scenarios illustrating how the MN Truck Weight Calculator is used:

Example 1: Standard 5-Axle Tractor-Trailer Hauling Goods

Scenario: A driver is hauling a standard load with a 5-axle tractor-trailer configuration. They want to ensure they are legal before heading to a distribution center in St. Paul.

Inputs:

  • Steer Axle Weight: 12,000 lbs
  • Drive Axle 1 Weight: 18,000 lbs
  • Drive Axle 2 Weight: 17,000 lbs
  • Distance between Drive Axle 2 and Trailer Axle 1: 10 ft
  • Trailer Axle 1 Weight: 19,000 lbs
  • Axle Separation (Steer to Trailer): 55 ft (This calculation often uses the span between the first and last axle group for the overall Bridge Formula limit)

Calculation using the calculator:

  • Total Steer Axle Weight: 12,000 lbs (Legal: <= 20,000 lbs)
  • Total Drive Axle Weight: 18,000 + 17,000 = 35,000 lbs (Legal Tandem Limit: <= 34,000 lbs) – Potential Violation!
  • Total Trailer Axle Weight: 19,000 lbs (Legal Tandem Limit: <= 34,000 lbs)
  • Total Gross Vehicle Weight: 12,000 + 18,000 + 17,000 + 19,000 = 66,000 lbs (Legal GVW: <= 80,000 lbs)
  • Bridge Formula Check: Based on 55 ft separation, the Bridge Formula might allow a higher GVW, but the tandem drive axle limit is the binding constraint here.

Result Interpretation: The calculator would flag the drive tandem axle group as overweight (35,000 lbs vs. 34,000 lbs limit). The driver would need to adjust the load, likely by shifting weight forward onto the steer axle (if possible and within its limits) or reducing the total cargo weight, to comply.

Example 2: Heavy Load with More Axles

Scenario: A specialized hauler is transporting oversized construction equipment. They are using a truck with an extended wheelbase and multiple trailer axles.

Inputs:

  • Steer Axle Weight: 18,000 lbs
  • Drive Axle 1 Weight: 22,000 lbs
  • Drive Axle 2 Weight: 21,000 lbs
  • Distance between Drive Axle 2 and Trailer Axle 1: 12 ft
  • Trailer Axle 1 Weight: 20,000 lbs
  • Trailer Axle 2 Weight: 20,000 lbs
  • Axle Separation (Steer to Trailer): 60 ft

Calculation using the calculator:

  • Total Steer Axle Weight: 18,000 lbs (Legal: <= 20,000 lbs)
  • Total Drive Axle Weight: 22,000 + 21,000 = 43,000 lbs (Legal Tandem Limit: <= 34,000 lbs) – Violation!
  • Total Trailer Axle Weight: 20,000 + 20,000 = 40,000 lbs (Legal Tandem Limit: <= 34,000 lbs) – Violation!
  • Total Gross Vehicle Weight: 18,000 + 22,000 + 21,000 + 20,000 + 20,000 = 101,000 lbs (Legal GVW: <= 80,000 lbs) – Violation!
  • Bridge Formula Check: The calculator would calculate the bridge limit based on the 60 ft span. For 5 axles, the formula `W = 500 * ( (L*N + 1*N*N ) / (N-1) )` with L=60, N=5 gives W = 500 * ((60*5 + 1*5*5)/(5-1)) = 500 * ((300 + 25)/4) = 500 * (325/4) = 500 * 81.25 = 40,625 lbs. This is the maximum allowed *total* weight for this configuration.

Result Interpretation: This truck is significantly overweight on multiple counts: drive tandem, trailer tandem, overall GVW, and the Bridge Formula limit. The driver cannot legally operate this load on Minnesota roads without special permits or reconfiguring the load to meet the limits.

How to Use This MN Truck Weight Calculator

Using the MN Truck Weight Calculator is straightforward. Follow these steps to quickly assess your truck's weight compliance:

  1. Gather Axle Weights: Obtain the accurate weight for each axle or axle group from a certified scale. This includes the steer axle, drive axles (often calculated as a tandem group), and trailer axles (also often calculated as a tandem group).
  2. Measure Axle Spacing: Determine the distances between the center points of consecutive axles or axle groups in feet. For the Bridge Formula, the key distance is typically between the center of the first axle/group and the center of the last axle/group.
  3. Input Data: Enter the gathered weights into the corresponding input fields (Steer Axle Weight, Drive Axle 1 Weight, Drive Axle 2 Weight, Trailer Axle 1 Weight). Enter the distance between the last drive axle and the first trailer axle, and select the overall axle separation relevant for the Bridge Formula calculation.
  4. Calculate: Click the "Calculate" button. The calculator will process the inputs against Minnesota's regulations.
  5. Review Results:
    • Primary Result: The main highlighted number indicates the most restrictive weight limit (GVW, Bridge Formula, or a specific axle group) that your truck configuration is currently subject to based on the inputs.
    • Intermediate Values: The calculator displays limits for Single Axle, Tandem Axle, and the Bridge Formula calculation, allowing you to see where potential issues lie.
    • Table Breakdown: The table provides a detailed view of each axle group's weight, its applicable MN limit, and the total gross weight.
    • Chart Analysis: The visual chart compares your axle weights against their respective limits, offering a clear graphical representation of compliance.
  6. Interpret and Decide:
    • If all calculated weights are within the stated limits, your truck is likely compliant for that specific configuration and load.
    • If any value exceeds its limit (indicated clearly by the calculator), you must adjust your load. This may involve redistribution of weight, reducing cargo, or potentially using permits for overweight loads if allowed.
  7. Reset: Use the "Reset" button to clear all fields and start over with new measurements or a different load configuration.
  8. Copy Results: Use the "Copy Results" button to save a summary of your calculation inputs and outputs for record-keeping or sharing.

Decision-Making Guidance: The calculator acts as a crucial pre-check. Always prioritize safety and accuracy. If you are close to a limit or unsure, it is best to err on the side of caution or consult with weigh station personnel or a transportation compliance expert.

Key Factors That Affect MN Truck Weight Calculator Results

Several critical factors influence the results of the MN Truck Weight Calculator and overall trucking compliance:

  1. Axle Weight Distribution: This is the most direct factor. How the cargo is loaded significantly impacts the weight on each axle. Uneven loading can lead to individual axles exceeding limits even if the total load is manageable. Proper load balancing is key.
  2. Axle Spacing (Wheelbase): Longer spacing between axles generally allows for higher weights under the Bridge Formula. Shorter spacing can restrict the maximum allowable weight, especially for tandem and tridem axle groups. The distance between the steer and the last axle group is particularly important for the overall Bridge Formula calculation.
  3. Number of Axles: More axles spread the load over a greater distance, typically allowing for higher gross vehicle weights and better adherence to the Bridge Formula. Trucks with more axles are often used for heavier hauls.
  4. Axle Type and Configuration: Different axle configurations (single, tandem, tridem, spread-axle) have different weight limits. Tandem axles (typically 4-10 feet apart) have a higher group limit (34,000 lbs) than single axles (20,000 lbs). Spread axles may have different rules depending on spacing.
  5. Gross Vehicle Weight (GVW) Limits: The overall 80,000 lbs limit is a fundamental ceiling. However, it's often superseded by the more restrictive Bridge Formula or axle limits. Exceeding GVW leads to severe penalties.
  6. Specific Route Restrictions: While this calculator uses general MN state limits, certain local roads or specific bridges might have lower posted weight limits. Always be aware of route-specific restrictions.
  7. Special Permits and Variances: For loads exceeding standard limits, special overweight/oversize permits may be required. These permits often come with specific conditions, route restrictions, and fees, and may involve different weight calculations. This calculator is for standard compliance, not permitted movements.
  8. Tire Load Ratings: While not directly calculated here, the load capacity of the tires themselves must not be exceeded. This is a fundamental safety limit that complements weight regulations.

Frequently Asked Questions (FAQ)

Q1: What is the standard maximum Gross Vehicle Weight (GVW) in Minnesota?

A1: The standard maximum GVW for trucks on Minnesota highways is 80,000 pounds. However, this limit can be reduced by the Minnesota Bridge Formula or specific axle weight restrictions.

Q2: What are the typical limits for single and tandem axles in MN?

A2: In Minnesota, a single axle is typically limited to 20,000 pounds. A tandem axle group (two axles spaced 4 to 10 feet apart) is typically limited to 34,000 pounds.

Q3: How does the Minnesota Bridge Formula work?

A3: The Bridge Formula calculates the maximum allowable weight for groups of two or more axles based on the distance between the outermost axles in the group. It prevents excessive stress on bridge structures by limiting weight for longer wheelbases.

Q4: Do I need a special permit if my truck exceeds these limits?

A4: Yes, if your truck exceeds the standard weight limits (GVW, axle, or Bridge Formula), you will likely need an overweight permit from the Minnesota Department of Transportation (MnDOT) to operate legally. These permits have specific conditions and may not be granted for all situations.

Q5: Can I just use the total GVW to determine if I'm legal?

A5: No, this is a common mistake. You must comply with individual axle weight limits, tandem axle group limits, and the Bridge Formula in addition to the overall GVW limit. Overweight fines are often issued for violations of any of these limits, not just the total GVW.

Q6: How accurate do my weight measurements need to be?

A6: Use certified, calibrated scales for the most accurate measurements. Minor discrepancies are usually tolerated, but significant overages can lead to fines. The calculator provides an estimate based on your inputs.

Q7: What happens if I'm caught overweight in Minnesota?

A7: Fines in Minnesota for overweight violations can be substantial and are often calculated based on the amount the limit is exceeded. Repeated offenses can lead to license suspension or other serious penalties.

Q8: Does this calculator account for seasonal weight restrictions?

A8: This calculator provides general state limits. Minnesota may implement seasonal weight restrictions (e.g., during spring thaw) on certain roads. It's essential to check current MnDOT advisories for any such restrictions that might apply to your specific route and time of travel.

Q9: What is a 'spread axle' configuration, and how does it affect weight limits?

A9: A spread axle refers to trailer axles that are spaced further apart than standard tandem axles (often more than 10 feet). Minnesota has specific regulations for spread axles, which can sometimes allow for higher weights per axle or group than standard tandems, but still must comply with overall GVW and Bridge Formula limits. Consult MnDOT for precise rules on spread axles.

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var chartInstance = null; // Global variable to hold chart instance function validateInput(value, id, min, max, name) { var errorElement = document.getElementById(id + 'Error'); errorElement.textContent = "; var numberValue = parseFloat(value); if (isNaN(numberValue)) { errorElement.textContent = name + ' must be a number.'; return false; } if (numberValue < 0) { errorElement.textContent = name + ' cannot be negative.'; return false; } if (min !== null && numberValue max) { errorElement.textContent = name + ' cannot exceed ' + max + '.'; return false; } return true; } function updateTable(data) { document.getElementById('steerAxleWeightTable').textContent = data.steerAxleWeight.toLocaleString(); document.getElementById('driveAxle1WeightTable').textContent = data.driveAxle1Weight.toLocaleString(); document.getElementById('driveAxle2WeightTable').textContent = data.driveAxle2Weight.toLocaleString(); document.getElementById('trailerAxle1WeightTable').textContent = data.trailerAxleWeight.toLocaleString(); document.getElementById('driveTandemWeightTable').textContent = data.driveTandemWeight.toLocaleString(); document.getElementById('trailerTandemWeightTable').textContent = data.trailerTandemWeight.toLocaleString(); document.getElementById('totalGrossWeightTable').textContent = data.totalGrossWeight.toLocaleString(); document.getElementById('steerAxleLimitTable').textContent = data.steerAxleLimit.toLocaleString(); document.getElementById('driveAxle1LimitTable').textContent = data.driveAxle1Limit.toLocaleString(); // Standard single axle limit for individual drive axles document.getElementById('driveAxle2LimitTable').textContent = data.driveAxle2Limit.toLocaleString(); // Standard single axle limit for individual drive axles document.getElementById('trailerAxle1LimitTable').textContent = data.trailerAxle1Limit.toLocaleString(); // Standard single axle limit for individual trailer axles document.getElementById('driveTandemLimitTable').textContent = data.driveTandemLimit.toLocaleString(); document.getElementById('trailerTandemLimitTable').textContent = data.trailerTandemLimit.toLocaleString(); document.getElementById('grossWeightLimitTable').textContent = data.grossWeightLimit.toLocaleString(); } function calculateBridgeFormula(distance, numAxles) { if (distance <= 0 || numAxles <= 1) return Infinity; // Bridge formula not applicable for single axle or zero distance // MN Specific Bridge Formula W = 500 * ( (LN + N^2) / (N-1) ) // Simplified check for common 5-axle (2S2-2) or (2S3) where L is steer to last axle for overall bridge, // and distance between tandem groups for tandem bridge limits. // For this calculator, we'll focus on the distance provided (drive2 to trailer1) for tandem calc and overall span for bridge formula. // Let's calculate for the overall span from steer axle (assumed start of truck) to the last axle. // This simplified calculator uses the provided 'axleSeparation' which represents steer to last for overall bridge, // and implicitly the distance between drive2 and trailer1 for trailer bridge checks if applicable. var L = parseFloat(distance); var N = parseFloat(numAxles); if (isNaN(L) || isNaN(N) || L <= 0 || N <= 1) { return Infinity; // Invalid inputs } // The standard MN Bridge Formula: W = 500 * ( (LN + N^2) / (N-1) ) // However, for 5 axles (2S2-2), it's often simplified to check specific spacings. // A common simplified calculation for a 5-axle truck (2 steering, 2 drive, 2 trailer) using overall span (L) // and checking the "44,000 lbs minimum" or the bridge formula, whichever is greater. // For this calculator, we use the general formula with the provided 'axleSeparation' input. var bridgeWeight = 500 * ( (L * N + N * N) / (N – 1) ); // MN DOT uses a specific form of the bridge formula and also has a 44,000 lb minimum for certain configurations. // This calculation uses the standard formula: W = 500 * ( (LN + N^2) / (N-1) ) // For example, with L=40ft and N=5 axles: W = 500 * ((40*5 + 5*5) / (5-1)) = 500 * (225 / 4) = 500 * 56.25 = 28,125 lbs. // This seems low. MN DOT might use a different version or have specific rules. // Let's use a common reference formula often cited: W = (N-1) * (450 + 100*L) – This is NOT the standard form. // The most common form is indeed W = 500 * ( (LN + N^2) / (N-1) ). // Let's recalculate with a typical 5-axle truck L=60ft: W = 500 * ((60*5 + 5*5)/(5-1)) = 500 * (325/4) = 40,625 lbs. // This is likely the intended formula for the general bridge check. return parseFloat(bridgeWeight.toFixed(2)); } function calculateWeights() { var steerWeight = parseFloat(document.getElementById('axle1Weight').value); var drive1Weight = parseFloat(document.getElementById('axle2Weight').value); var drive2Weight = parseFloat(document.getElementById('axle3Weight').value); var drive2TrailerDist = parseFloat(document.getElementById('axle3AxleDistance').value); var trailerWeight = parseFloat(document.getElementById('trailerAxleWeight').value); var axleSeparation = parseFloat(document.getElementById('axleSeparation').value); var isValid = true; // Validate inputs isValid &= validateInput(document.getElementById('axle1Weight').value, 'axle1Weight', 0, null, 'Steer Axle Weight'); isValid &= validateInput(document.getElementById('axle2Weight').value, 'axle2Weight', 0, null, 'Drive Axle 1 Weight'); isValid &= validateInput(document.getElementById('axle3Weight').value, 'axle3Weight', 0, null, 'Drive Axle 2 Weight'); isValid &= validateInput(document.getElementById('axle3AxleDistance').value, 'axle3AxleDistance', 0, null, 'Distance between Drive Axle 2 and Trailer Axle 1'); isValid &= validateInput(document.getElementById('trailerAxleWeight').value, 'trailerAxleWeight', 0, null, 'Trailer Axle 1 Weight'); // Axle separation validation is handled by select, but we check parsed value if (isNaN(axleSeparation) || axleSeparation steerAxleLimit) { effectiveLimit = Math.min(effectiveLimit, steerAxleLimit); } if (driveAxle1Weight > singleDriveAxleLimit) { // Check individual drive axles effectiveLimit = Math.min(effectiveLimit, singleDriveAxleLimit); } if (driveAxle2Weight > singleDriveAxleLimit) { // Check individual drive axles effectiveLimit = Math.min(effectiveLimit, singleDriveAxleLimit); } if (trailerAxleWeight > singleTrailerAxleLimit) { // Check individual trailer axle(s) effectiveLimit = Math.min(effectiveLimit, singleTrailerAxleLimit); } // Check tandem axle limits if (driveTandemWeight > tandemAxleLimit) { effectiveLimit = Math.min(effectiveLimit, tandemAxleLimit); } if (trailerTandemWeight > tandemAxleLimit) { effectiveLimit = Math.min(effectiveLimit, tandemAxleLimit); } // Check Bridge Formula limit if (bridgeFormulaLimit grossWeightLimit) { effectiveLimit = Math.min(effectiveLimit, grossWeightLimit); } // Prepare results var primaryResult = effectiveLimit; var resultLabel = "Maximum Legal Gross Weight"; if (totalGrossWeight > primaryResult) { resultLabel = "Your Gross Weight Exceeds Legal Limit"; // primaryResult remains the legal limit } else { primaryResult = totalGrossWeight; // Display actual weight if legal resultLabel = "Your Gross Weight"; } document.getElementById('primaryResult').textContent = primaryResult.toLocaleString(undefined, { maximumFractionDigits: 0 }); document.getElementById('resultLabel').textContent = resultLabel; document.getElementById('singleAxleLimit').textContent = steerAxleLimit.toLocaleString(undefined, { maximumFractionDigits: 0 }); document.getElementById('tandemAxleLimit').textContent = tandemAxleLimit.toLocaleString(undefined, { maximumFractionDigits: 0 }); document.getElementById('bridgeFormulaLimit').textContent = bridgeFormulaLimit.toLocaleString(undefined, { maximumFractionDigits: 0 }); var resultsData = { steerAxleWeight: steerAxleWeight, driveAxle1Weight: driveAxle1Weight, driveAxle2Weight: driveAxle2Weight, trailerAxleWeight: trailerAxleWeight, driveTandemWeight: driveTandemWeight, trailerTandemWeight: trailerTandemWeight, totalGrossWeight: totalGrossWeight, steerAxleLimit: steerAxleLimit, driveAxle1Limit: singleDriveAxleLimit, driveAxle2Limit: singleDriveAxleLimit, trailerAxle1Limit: singleTrailerAxleLimit, driveTandemLimit: tandemAxleLimit, trailerTandemLimit: tandemAxleLimit, grossWeightLimit: grossWeightLimit }; updateTable(resultsData); updateChart(resultsData, { steerAxleLimit: steerAxleLimit, singleDriveAxleLimit: singleDriveAxleLimit, singleTrailerAxleLimit: singleTrailerAxleLimit, tandemAxleLimit: tandemAxleLimit, grossWeightLimit: grossWeightLimit, bridgeFormulaLimit: bridgeFormulaLimit }); document.getElementById('resultsSection').style.display = 'flex'; } function resetCalculator() { document.getElementById('axle1Weight').value = '15000'; document.getElementById('axle2Weight').value = '20000'; document.getElementById('axle3Weight').value = '20000'; document.getElementById('axle3AxleDistance').value = '10'; document.getElementById('trailerAxleWeight').value = '20000'; document.getElementById('axleSeparation').value = '40'; // Default to a common separation // Clear errors var errorElements = document.querySelectorAll('.error-message'); for (var i = 0; i < errorElements.length; i++) { errorElements[i].textContent = ''; } // Hide results and clear table/chart document.getElementById('resultsSection').style.display = 'none'; var tableCells = document.querySelectorAll('#weightTableBody td'); for (var i = 0; i < tableCells.length; i++) { tableCells[i].textContent = ''; } if (chartInstance) { chartInstance.destroy(); chartInstance = null; } // Re-initialize chart canvas if needed, or just clear it var canvas = document.getElementById('weightChart'); var ctx = canvas.getContext('2d'); ctx.clearRect(0, 0, canvas.width, canvas.height); } function copyResults() { var resultsDiv = document.getElementById('resultsSection'); if (resultsDiv.style.display === 'none') { alert("Please calculate the weights first."); return; } var primaryResult = document.getElementById('primaryResult').innerText; var resultLabel = document.getElementById('resultLabel').innerText; var singleAxleLimit = document.getElementById('singleAxleLimit').innerText; var tandemAxleLimit = document.getElementById('tandemAxleLimit').innerText; var bridgeFormulaLimit = document.getElementById('bridgeFormulaLimit').innerText; var tableRows = document.querySelectorAll('#weightTableBody tr'); var tableContent = "Axle Group | Weight (lbs) | MN Limit (lbs)\n"; tableRows.forEach(function(row) { var cells = row.querySelectorAll('td'); if (cells.length === 3) { tableContent += `${cells[0].innerText} | ${cells[1].innerText} | ${cells[2].innerText}\n`; } }); var assumptions = [ "Assumptions:", "- Steer Axle Limit: 20,000 lbs", "- Tandem Axle Limit: 34,000 lbs", "- Standard GVW Limit: 80,000 lbs", "- Bridge Formula applies based on selected axle separation." ].join('\n'); var textToCopy = `— MN Truck Weight Calculation Results —\n\n`; textToCopy += `Primary Result: ${primaryResult} (${resultLabel})\n`; textToCopy += `Single Axle Limit (Max): ${singleAxleLimit} lbs\n`; textToCopy += `Tandem Axle Limit (Max): ${tandemAxleLimit} lbs\n`; textToCopy += `Bridge Formula Limit (Max): ${bridgeFormulaLimit} lbs\n\n`; textToCopy += `— Detailed Breakdown —\n${tableContent}\n\n`; textToCopy += assumptions; if (navigator.clipboard && window.isSecureContext) { navigator.clipboard.writeText(textToCopy).then(function() { alert('Results copied to clipboard!'); }).catch(function(err) { console.error('Could not copy text: ', err); prompt('Copy manually:', textToCopy); }); } else { // Fallback for older browsers or non-secure contexts var textArea = document.createElement("textarea"); textArea.value = textToCopy; 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 ? 'Copied!' : 'Copy failed!'; alert(msg); } catch (err) { console.error('Fallback: Oops, unable to copy', err); prompt('Copy manually:', textToCopy); } document.body.removeChild(textArea); } } function updateChart(weights, limits) { var ctx = document.getElementById('weightChart').getContext('2d'); // Destroy previous chart instance if it exists if (chartInstance) { chartInstance.destroy(); } var labels = ['Steer Axle', 'Drive Axle 1', 'Drive Axle 2', 'Trailer Axle']; var axleWeights = [ weights.steerAxleWeight, weights.driveAxle1Weight, weights.driveAxle2Weight, weights.trailerAxleWeight ]; // Define limit lines var limitLines = { steer: limits.steerAxleLimit, driveSingle: limits.singleDriveAxleLimit, trailerSingle: limits.singleTrailerAxleLimit, tandem: limits.tandemAxleLimit, gvW: limits.grossWeightLimit, bridge: limits.bridgeFormulaLimit }; // Determine the maximum value for the y-axis to ensure all limits are visible var maxY = Math.max( Math.max.apply(null, axleWeights), limits.steerAxleLimit, limits.singleDriveAxleLimit, limits.singleTrailerAxleLimit, limits.tandemAxleLimit, limits.grossWeightLimit, limits.bridgeFormulaLimit ); maxY = maxY * 1.15; // Add some padding chartInstance = new Chart(ctx, { type: 'bar', data: { labels: labels, datasets: [{ label: 'Actual Axle Weight (lbs)', data: axleWeights, backgroundColor: 'rgba(0, 74, 153, 0.6)', // Primary color borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1 }, { label: 'Tandem Group Weight (lbs)', // This dataset will show the weight of tandem groups if applicable. // For 2S2-1 config: Drive Tandem (Drive1+Drive2), Trailer Tandem (just Trailer1, or Trailer1+Trailer2 if input existed) // For simplicity, let's just plot the individual axle weights and compare them to individual/tandem limits conceptually. // A better approach for tandem visualization: plot the *group* weight. // Let's plot the tandem group weights on a separate line or adjust context. // For now, we'll indicate the limits with horizontal lines. data: [0, weights.driveTandemWeight, weights.trailerTandemWeight, 0], // Placeholder for drive/trailer tandem weights backgroundColor: 'rgba(40, 167, 69, 0.6)', // Success color borderColor: 'rgba(40, 167, 69, 1)', borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: false, scales: { y: { beginAtZero: true, max: maxY, title: { display: true, text: 'Weight (lbs)' } }, x: { title: { display: true, text: 'Axle Group' } } }, plugins: { tooltip: { callbacks: { footer: function(tooltipItems) { var footer = ''; var index = tooltipItems[0].dataIndex; var axleLabel = labels[index]; footer += `Individual Limits:\n`; if (axleLabel === 'Steer Axle') { footer += `- Steer Axle: ${limits.steerAxleLimit} lbs\n`; } else if (axleLabel.startsWith('Drive Axle')) { footer += `- Single Drive Axle: ${limits.driveSingle} lbs\n`; } else if (axleLabel.startsWith('Trailer Axle')) { footer += `- Single Trailer Axle: ${limits.trailerSingle} lbs\n`; } footer += `\nTandem Group Limits (where applicable):\n`; footer += `- Max Tandem Group: ${limits.tandem} lbs\n`; footer += `- Bridge Formula Max: ${limits.bridge.toLocaleString()} lbs\n`; footer += `- Max GVW: ${limits.gvW} lbs\n`; return footer; } } }, title: { display: true, text: 'Comparison of Axle Weights and Legal Limits' }, legend: { position: 'top', } }, // Adding horizontal lines for limits beforeDraw: function(chart) { var ctx = chart.ctx; var chartArea = chart.chartArea; var yAxis = chart.scales.y; // Limit Lines var drawLine = function(yValue, color, lineWidth, label) { ctx.beginPath(); ctx.setLineDash([5, 5]); ctx.moveTo(chartArea.left, yAxis.getPixelForValue(yValue)); ctx.lineTo(chartArea.right, yAxis.getPixelForValue(yValue)); ctx.lineWidth = lineWidth; ctx.strokeStyle = color; ctx.stroke(); ctx.setLineDash([]); // Reset line dash // Add label for the line ctx.fillStyle = color; ctx.font = '10px Arial'; ctx.textAlign = 'left'; ctx.fillText(label, chartArea.left + 5, yAxis.getPixelForValue(yValue) – 5); }; if (limits.steerAxleLimit) drawLine(limits.steerAxleLimit, '#ffc107', 1, `Steer Limit: ${limits.steerAxleLimit.toLocaleString()} lbs`); // Note: Individual drive/trailer limits often match steer, so only one line is typically needed visually unless they differ. // We'll show tandem and bridge as more distinct limits. if (limits.tandemAxleLimit) drawLine(limits.tandemAxleLimit, '#28a745', 1, `Tandem Limit: ${limits.tandemAxleLimit.toLocaleString()} lbs`); if (limits.bridgeFormulaLimit) drawLine(limits.bridgeFormulaLimit, '#dc3545', 1, `Bridge Formula Limit: ${limits.bridgeFormulaLimit.toLocaleString()} lbs`); if (limits.grossWeightLimit) drawLine(limits.grossWeightLimit, '#6c757d', 1, `GVW Limit: ${limits.grossWeightLimit.toLocaleString()} lbs`); } } }); } // Initial calculation on load if default values are present document.addEventListener('DOMContentLoaded', function() { calculateWeights(); // Calculate based on default values when the page loads });

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