Case Ih Weighting and Ballasting Calculator

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Case IH Weighting and Ballasting Calculator

Optimize your tractor's performance and efficiency by accurately calculating the necessary weight and ballast.

Tractor Weighting & Ballasting Calculator

Enter your tractor's specifications and the implement's requirements to determine optimal weight distribution.

The empty weight of your tractor without any added ballast. (kg)
The maximum weight your tractor's front axle can safely support. (kg)
The maximum weight your tractor's rear axle can safely support. (kg)
The operational weight of the implement being used. (kg)
The force the implement exerts on the tractor during operation. (kg)
Typically between 35-50% for optimal stability and traction.

Calculation Results

Required Front Ballast: kg
Required Rear Ballast: kg
Total Operating Weight: kg
Formula Explanation: The calculator determines the ideal total tractor weight by adding the implement's draft load to the tractor's base weight. Then, it applies your desired weight distribution ratio to calculate the required front and rear ballast, ensuring neither axle exceeds its maximum capacity.

What is Case IH Weighting and Ballasting?

Case IH weighting and ballasting refers to the strategic addition of weight (ballast) to a tractor, particularly to the front and rear axles, to optimize its performance, stability, and safety during various agricultural operations. Proper weighting and ballasting are critical for ensuring that the tractor can effectively handle the forces exerted by implements, maintain traction, and operate within the manufacturer's load limits. This process is not just about adding weight; it's about achieving the correct weight distribution across the axles based on the tractor's base weight, the implement's demands, and the desired operational characteristics.

Who should use it? Any operator or owner of a Case IH tractor, or any tractor for that matter, involved in tasks that require significant pulling power, heavy lifting, or precise fieldwork. This includes farmers, landscapers, construction workers, and anyone using tractors for demanding applications. Understanding and applying correct weighting and ballasting principles can lead to increased productivity, reduced fuel consumption, extended tractor lifespan, and improved operator safety.

Common misconceptions about tractor ballasting include believing that more weight is always better, that ballasting is only for heavy tillage, or that simply adding weight to the front or rear without considering axle limits or weight distribution is sufficient. In reality, over-ballasting can be detrimental, leading to excessive tire wear, increased soil compaction, higher fuel consumption, and potential damage to the drivetrain and axles. Improper distribution can compromise steering, stability, and traction.

Case IH Weighting and Ballasting Formula and Mathematical Explanation

The core principle behind tractor weighting and ballasting is to achieve optimal weight distribution that maximizes traction and stability while respecting axle load capacities. The calculations involve determining the total required weight, then distributing it appropriately between the front and rear axles.

Step-by-step derivation:

  1. Calculate Total Operating Weight: This is the sum of the tractor's base weight and the effective load added by the implement, primarily its draft or pull load.
    Total Operating Weight = Tractor Base Weight + Implement Draft Load
  2. Determine Target Weight Distribution: Agricultural best practices often recommend a specific percentage of the total operating weight to be carried by the front axle, typically ranging from 35% to 50%. This is often expressed as a percentage of the *total tractor weight*, or sometimes the *total operating weight*. For this calculator, we focus on the tractor's loaded weight.
    Target Front Weight = Total Operating Weight * (Desired Front Weight Distribution % / 100)
    Target Rear Weight = Total Operating Weight * ((100 – Desired Front Weight Distribution %) / 100)
  3. Calculate Required Ballast: The required ballast is the difference between the target weight for each axle and the tractor's base weight distribution (assuming base weight is mostly on rear, but we simplify here by calculating total needed and then distributing). More accurately, we calculate the total weight needed and then distribute it.
    Total Required Ballast = Total Operating Weight – Tractor Base Weight
    Required Front Ballast = Target Front Weight – (Tractor Base Weight * (Base Front Weight %)) (Assuming a base distribution. For simplification in this calculator, we calculate total needed ballast and then distribute.)
    A more direct approach for the calculator:
    Total Weight Required = Tractor Base Weight + Implement Draft Load
    Target Front Axle Load = Total Weight Required * (Desired Front Weight Distribution % / 100)
    Target Rear Axle Load = Total Weight Required * ((100 – Desired Front Weight Distribution %) / 100)
    Required Front Ballast = Target Front Axle Load – (Tractor Base Weight * (Base Front Distribution Ratio – Assume 25% for calculation)) – This is complex. Simpler:
    Total Weight Needed = Tractor Base Weight + Implement Draft Load
    Required Front Ballast = (Total Weight Needed * (Front Ratio / 100)) – (Tractor Base Weight * Base Front Ratio)
    The calculator uses a simplified logic: Calculate the total weight needed, then determine how much weight should be on the front/rear based on the desired ratio, and then calculate the *additional* ballast needed for each.

    Simplified Calculator Logic:
    1. Total Operating Weight = Tractor Base Weight + Implement Draft Load
    2. Target Front Axle Load = Total Operating Weight * (Weight Distribution Ratio / 100)
    3. Target Rear Axle Load = Total Operating Weight * ((100 – Weight Distribution Ratio) / 100)
    4. Required Front Ballast = Target Front Axle Load – (Tractor Base Weight * (Assumed Base Front Distribution, e.g., 0.25)) — This needs refinement.

    Revised Calculator Logic (more practical):
    1. Total Weight Needed = Tractor Base Weight + Implement Draft Load
    2. Calculate how much weight *should be* on the front axle based on the desired ratio:
    Target Front Weight = Total Weight Needed * (Weight Distribution Ratio / 100)
    3. Calculate how much weight *should be* on the rear axle:
    Target Rear Weight = Total Weight Needed * ((100 – Weight Distribution Ratio) / 100)
    4. Assume the tractor's base weight is distributed, say, 25% front, 75% rear.
    Base Front Weight = Tractor Base Weight * 0.25
    Base Rear Weight = Tractor Base Weight * 0.75
    5. Calculate required ballast:
    Required Front Ballast = Target Front Weight – Base Front Weight
    Required Rear Ballast = Target Rear Weight – Base Rear Weight
    6. Crucially, check against axle limits:
    Calculated Front Axle Load = Base Front Weight + Required Front Ballast
    Calculated Rear Axle Load = Base Rear Weight + Required Rear Ballast
    Ensure Calculated Front Axle Load <= Front Axle Max Load Capacity and Calculated Rear Axle Load <= Rear Axle Max Load Capacity. If limits are exceeded, adjustments are needed, potentially requiring less ballast or a different distribution. The calculator provides the *ideal* ballast assuming limits aren't immediately hit, but this check is vital. The simplified calculator output shows the target weights per axle and the resulting total operating weight. The specific ballast calculation becomes more complex depending on how base weight is distributed. For this calculator, we'll output the *target* axle weights and the total, implying the required ballast to reach those targets.

Variable Explanations:

Variables Used in Calculation
Variable Meaning Unit Typical Range
Tractor Base Weight The unballasted weight of the tractor. kg 2,000 – 15,000+
Front Axle Max Load Capacity Maximum safe weight for the front axle. kg 1,500 – 10,000+
Rear Axle Max Load Capacity Maximum safe weight for the rear axle. kg 2,500 – 15,000+
Implement Weight The operational weight of the attached implement. kg 500 – 10,000+
Implement Draft/Pull Load The force exerted by the implement on the tractor hitch. kg 1,000 – 15,000+
Desired Front/Rear Weight Distribution (%) The target percentage of total tractor weight on the front axle. % 35 – 50
Total Operating Weight The combined weight of the tractor and the effective load from the implement. kg Calculated
Required Front Ballast Additional weight needed on the front axle. kg Calculated
Required Rear Ballast Additional weight needed on the rear axle. kg Calculated

Practical Examples (Real-World Use Cases)

Example 1: Plowing with a Medium-Duty Tractor

Scenario: A farmer is using a Case IH Maxxum tractor to pull a multi-bottom plow. The plow requires significant draft force.

Inputs:

  • Tractor Base Weight: 6,500 kg
  • Front Axle Max Load Capacity: 7,000 kg
  • Rear Axle Max Load Capacity: 9,000 kg
  • Implement Weight: 1,200 kg
  • Implement Draft Load: 5,000 kg
  • Desired Front/Rear Weight Distribution: 45%

Calculation (using the calculator's logic):

  • Total Operating Weight = 6,500 kg (Base) + 5,000 kg (Draft) = 11,500 kg
  • Target Front Axle Load = 11,500 kg * (45 / 100) = 5,175 kg
  • Target Rear Axle Load = 11,500 kg * (55 / 100) = 6,325 kg
  • Assuming base distribution of ~25% front / 75% rear: Base Front = 1625 kg, Base Rear = 4875 kg
  • Required Front Ballast = 5,175 kg (Target Front) – 1,625 kg (Base Front) = 3,550 kg
  • Required Rear Ballast = 6,325 kg (Target Rear) – 4,875 kg (Base Rear) = 1,450 kg
  • Calculated Total Weight: 11,500 kg
  • Resulting Front Axle Load: 1,625 kg (Base) + 3,550 kg (Ballast) = 5,175 kg (Below 7,000 kg limit)
  • Resulting Rear Axle Load: 4,875 kg (Base) + 1,450 kg (Ballast) = 6,325 kg (Below 9,000 kg limit)

Financial Interpretation: The required 3,550 kg front ballast (e.g., via front weights or a loader bucket) and 1,450 kg rear ballast (e.g., fluid in tires or suitcase weights) are crucial. This distribution ensures optimal traction for the plow, preventing the front end from lifting and maintaining steering control. The calculated axle loads are well within limits, preventing potential damage and ensuring safe operation. Failing to add sufficient front ballast could lead to wheel slip, poor soil penetration, and operator fatigue.

Example 2: Operating a Large Front-Mounted Mower

Scenario: A contractor uses a powerful Case IH Puma tractor with a large, front-mounted rotary mower and a rear-mounted baler.

Inputs:

  • Tractor Base Weight: 8,000 kg
  • Front Axle Max Load Capacity: 9,000 kg
  • Rear Axle Max Load Capacity: 12,000 kg
  • Implement Weight (Front Mower): 1,000 kg
  • Implement Draft Load (Considered minimal for mower, focus on weight): 500 kg (effective pull)
  • Desired Front/Rear Weight Distribution: 40%

Calculation:

  • Total Operating Weight = 8,000 kg (Base) + 500 kg (Draft) = 8,500 kg
  • Target Front Axle Load = 8,500 kg * (40 / 100) = 3,400 kg
  • Target Rear Axle Load = 8,500 kg * (60 / 100) = 5,100 kg
  • Assuming base distribution of ~25% front / 75% rear: Base Front = 2,000 kg, Base Rear = 6,000 kg
  • Required Front Ballast = 3,400 kg (Target Front) – 2,000 kg (Base Front) = 1,400 kg
  • Required Rear Ballast = 5,100 kg (Target Rear) – 6,000 kg (Base Rear) = -900 kg (Indicates rear is already heavy enough/too heavy)
  • Calculated Total Weight: 8,500 kg
  • Resulting Front Axle Load: 2,000 kg (Base) + 1,400 kg (Ballast) = 3,400 kg (Well below 9,000 kg limit)
  • Resulting Rear Axle Load: 6,000 kg (Base) – 900 kg (Deficit) = 5,100 kg (Below 12,000 kg limit)

Financial Interpretation: In this scenario, the tractor already has sufficient weight on the rear axle due to its base weight and the implement's placement. The calculation indicates that 1,400 kg of front ballast is needed to achieve the 40% front distribution target, improving steering response and stability, especially when the front mower is heavy. No rear ballast is needed; in fact, if the base weight distribution was different, ballast might need to be removed from the rear. Proper front weighting prevents steering issues and ensures the tractor remains stable and controllable.

How to Use This Case IH Weighting and Ballasting Calculator

Using the Case IH weighting and ballasting calculator is straightforward. Follow these steps to get accurate recommendations:

  1. Gather Tractor Information: Find your tractor's operational manual to determine its base weight (unballasted), and the maximum load capacities for both the front and rear axles.
  2. Gather Implement Information: Note the operational weight of the implement you'll be using and, crucially, its draft or pull load. This is often the most significant factor influencing required ballast.
  3. Set Desired Distribution: Enter your target front/rear weight distribution percentage. A common starting point is 45% front, but this can vary based on the task and tractor type. Consult your manual or dealer for specific recommendations.
  4. Input Data: Carefully enter all the gathered values into the corresponding fields in the calculator (Tractor Base Weight, Axle Capacities, Implement Weight, Implement Draft Load, Desired Distribution %).
  5. Calculate: Click the "Calculate" button. The calculator will process the inputs instantly.
  6. Review Results:
    • Main Result (Total Operating Weight): This is the target total weight your tractor should achieve with the implement attached and properly ballasted.
    • Intermediate Values: These show the calculated Required Front Ballast and Required Rear Ballast needed to reach the target distribution. They also confirm the Total Operating Weight.
    • Formula Explanation: Read this to understand the logic behind the calculations.
  7. Interpret & Act: The results indicate how much weight (e.g., front weights, rear wheel weights, fluid in tires) needs to be added to achieve optimal balance and traction. Critically, always ensure the calculated axle loads (Base Weight + Ballast) do not exceed the manufacturer's specified maximum axle load capacities. If they do, you may need to reconsider the implement, reduce ballast, or consult a specialist.
  8. Reset: Use the "Reset" button to clear the fields and start over with new values.
  9. Copy Results: Use the "Copy Results" button to easily transfer the main result, intermediate values, and key assumptions for record-keeping or sharing.

Decision-making guidance: Use these results to make informed decisions about adding physical ballast. Investing in the correct ballast configuration can significantly improve fuel efficiency, reduce tire wear, enhance safety, and boost overall productivity, making it a cost-effective practice in the long run.

Key Factors That Affect Case IH Weighting and Ballasting Results

Several factors influence the ideal weighting and ballasting strategy for your Case IH tractor:

  1. Implement Type and Size: Heavier implements, or those with deep tillage requirements, exert greater draft loads, necessitating more ballast. Front-mounted implements can shift weight forward, requiring counter-ballast.
  2. Soil Conditions: Working in soft, muddy, or uneven terrain often requires more rear ballast for traction. Conversely, operations on slopes might need careful distribution to maintain stability.
  3. Tire Specifications: The type, size, and inflation pressure of your tires affect the tractor's contact patch with the ground and its load-bearing capacity. Adding fluid ballast to tires increases their effective weight.
  4. Tractor Model and Design: Different Case IH models have varying base weights, axle capacities, and inherent weight distributions. Always refer to the specific model's specifications.
  5. Operational Speed: Higher operating speeds can increase dynamic forces on the tractor, potentially affecting stability and the need for precise ballasting.
  6. Fuel Load: A full fuel tank adds significant weight, typically to the rear axle. Consider how the fuel level changes during a workday and how it impacts overall weight distribution.
  7. Operator Comfort and Safety: While maximizing traction is key, ensuring the tractor remains stable, steerable, and comfortable for the operator is paramount. Over-ballasting can lead to a harsh ride and reduced control.
  8. Cost-Benefit Analysis: Adding substantial ballast costs money (weights, fluid, installation time). Operators must weigh the performance gains against these costs. Excessive ballasting can lead to higher fuel consumption and drivetrain wear, negating savings.

Frequently Asked Questions (FAQ)

Q1: How much weight should I add to my Case IH tractor?
A1: The amount of weight depends on the implement's draft load, the desired traction, and your tractor's axle capacity. Use a calculator like this one, and always consult your tractor's operator manual for specific recommendations and limits. Aim for roughly 40-45% of the total operating weight on the front axle for most tasks.
Q2: What's the difference between weight and ballast?
A2: Weight is the inherent mass of the tractor and implement. Ballast is additional weight intentionally added (e.g., suitcase weights, fluid in tires, front-end loaders) to improve performance, traction, or stability.
Q3: Can I put too much weight on my tractor?
A3: Yes. Exceeding axle load limits can damage the tractor's components (axles, transmission, tires). Excessive weight also increases fuel consumption, soil compaction, and can make steering difficult.
Q4: Should I add fluid to my tires for ballast?
A4: Fluid (like calcium chloride solution or specialized tire ballast) is an effective way to add weight, primarily to the rear tires. It lowers the tractor's center of gravity and increases traction. However, it requires proper installation and maintenance, and leaks can be corrosive.
Q5: Does the front-end loader count as ballast?
A5: Yes, a front-end loader adds significant weight to the front axle. When used for lifting materials, it acts as ballast but also shifts the tractor's center of gravity forward. Its weight should be factored into front axle load calculations.
Q6: What happens if I don't use enough front ballast?
A6: Insufficient front ballast can cause the tractor's front end to lift during heavy draft operations, leading to loss of steering control, poor traction, and potentially dangerous instability. Wheel slip on the drive wheels will also increase.
Q7: How does implement weight differ from implement draft load?
A7: Implement weight is the static mass of the implement itself. Draft load (or pull) is the dynamic force the implement exerts backward on the tractor during operation, which is often much greater than its static weight and is the primary factor driving ballast needs.
Q8: Can I use a general tractor ballasting guide for my Case IH?
A8: While general principles apply, always prioritize your specific Case IH tractor's operator manual. It contains model-specific weight capacities, recommended distribution ratios, and safety guidelines. This calculator provides a tool based on those principles.

Tractor Weight Distribution Analysis

Comparison of Target vs. Actual Axle Loads

Related Tools and Internal Resources

© 2023 Your Company Name. All rights reserved. Information provided for educational purposes.
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A common assumption is 25% front, 75% rear. // This is a simplification. Real-world base distribution can vary. var baseFrontWeight = tractorBaseWeight * 0.25; var baseRearWeight = tractorBaseWeight * 0.75; var requiredFrontBallast = targetFrontAxleLoad – baseFrontWeight; var requiredRearBallast = targetRearAxleLoad – baseRearWeight; // Ensure ballast is not negative (meaning we have enough weight already or need to remove it) // For simplicity, we'll cap at 0 and note that removal might be needed or distribution adjustment. if (requiredFrontBallast < 0) requiredFrontBallast = 0; if (requiredRearBallast frontAxleMaxLoad; var rearLoadExceeded = actualRearAxleLoad > rearAxleMaxLoad; var resultMessage = ""; if (frontLoadExceeded || rearLoadExceeded) { resultMessage = " Warning: Max axle load may be exceeded. Adjust ballast or implement."; } // Display Results document.getElementById('calculatedTotalWeight').innerHTML = totalWeightNeeded.toFixed(0) + " kg" + resultMessage; document.getElementById('requiredFrontBallast').textContent = requiredFrontBallast.toFixed(0); document.getElementById('requiredRearBallast').textContent = requiredRearBallast.toFixed(0); document.getElementById('totalOperatingWeight').textContent = totalWeightNeeded.toFixed(0); // Display the total operational weight // Update Chart updateChart(baseFrontWeight, baseRearWeight, requiredFrontBallast, requiredRearBallast, totalWeightNeeded); } function resetForm() { document.getElementById('tractorBaseWeight').value = '5000'; document.getElementById('frontAxleMaxLoad').value = '6000'; document.getElementById('rearAxleMaxLoad').value = '8000'; document.getElementById('implementWeight').value = '1500'; document.getElementById('implementDraftLoad').value = '3000'; document.getElementById('weightDistributionRatio').value = '40'; // Clear error messages document.getElementById('errorTractorBaseWeight').style.display = 'none'; document.getElementById('errorFrontAxleMaxLoad').style.display = 'none'; document.getElementById('errorRearAxleMaxLoad').style.display = 'none'; document.getElementById('errorImplementWeight').style.display = 'none'; document.getElementById('errorImplementDraftLoad').style.display = 'none'; document.getElementById('errorWeightDistributionRatio').style.display = 'none'; calculateBallast(); // Recalculate with default values } function copyResults() { var mainResultElement = document.getElementById('calculatedTotalWeight'); var mainResult = mainResultElement.textContent.replace(' Warning: Max axle load may be exceeded. Adjust ballast or implement.', ").trim(); // Remove warning text for copying var requiredFrontBallast = document.getElementById('requiredFrontBallast').textContent; var requiredRearBallast = document.getElementById('requiredRearBallast').textContent; var totalOperatingWeight = document.getElementById('totalOperatingWeight').textContent; var tractorBaseWeight = document.getElementById('tractorBaseWeight').value; var implementDraftLoad = document.getElementById('implementDraftLoad').value; var weightDistributionRatio = document.getElementById('weightDistributionRatio').value; var resultsText = "Case IH Weighting and Ballasting Results:\n\n" + "Total Operating Weight: " + totalOperatingWeight + " kg\n" + "Required Front Ballast: " + requiredFrontBallast + " kg\n" + "Required Rear Ballast: " + requiredRearBallast + " kg\n\n" + "Key Assumptions:\n" + "Tractor Base Weight: " + tractorBaseWeight + " kg\n" + "Implement Draft Load: " + implementDraftLoad + " kg\n" + "Desired Front/Rear Weight Distribution: " + weightDistributionRatio + "%\n\n" + "Note: Ensure calculated axle loads do not exceed manufacturer limits."; if (navigator.clipboard && window.isSecureContext) { navigator.clipboard.writeText(resultsText).then(function() { alert('Results copied to clipboard!'); }).catch(function(err) { console.error('Could not copy text: ', err); // Fallback for browsers that don't support clipboard API or are not secure context var textArea = document.createElement("textarea"); textArea.value = resultsText; textArea.style.position = "fixed"; textArea.style.left = "-9999px"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { document.execCommand('copy'); alert('Results copied to clipboard!'); } catch (e) { alert('Failed to copy. Please copy manually.'); } document.body.removeChild(textArea); }); } else { // Fallback for browsers that don't support clipboard API or are not secure context var textArea = document.createElement("textarea"); textArea.value = resultsText; textArea.style.position = "fixed"; textArea.style.left = "-9999px"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { document.execCommand('copy'); alert('Results copied to clipboard!'); } catch (e) { alert('Failed to copy. Please copy manually.'); } document.body.removeChild(textArea); } } // Chart Functionality var weightChart; function updateChart(baseFront, baseRear, addedFront, addedRear, totalOpWeight) { var ctx = document.getElementById('weightDistributionChart').getContext('2d'); var weightDistributionRatio = parseFloat(document.getElementById('weightDistributionRatio').value); var tractorBaseWeight = parseFloat(document.getElementById('tractorBaseWeight').value); // Calculate target axle weights based on ratio var targetFront = totalOpWeight * (weightDistributionRatio / 100); var targetRear = totalOpWeight * ((100 – weightDistributionRatio) / 100); // Calculate actual axle weights after adding calculated ballast // Ensure we don't plot negative values if ballast is 0 or negative conceptually var actualFront = Math.max(baseFront + addedFront, baseFront); // If addedFront is < 0, use baseFront var actualRear = Math.max(baseRear + addedRear, baseRear); // If addedRear is totalOpWeight && totalOpWeight > 0) { // This scenario might occur if base weights are large and ballast is small/zero. // We need to scale them to fit totalOpWeight. var scaleFactor = totalOpWeight / (actualFront + actualRear); actualFront *= scaleFactor; actualRear *= scaleFactor; } else if (totalOpWeight === 0) { actualFront = 0; actualRear = 0; } if (weightChart) { weightChart.data.labels = ['Base Front', 'Base Rear', 'Added Front', 'Added Rear', 'Target Front', 'Target Rear']; weightChart.data.datasets[0].data = [baseFront, baseRear, addedFront, addedRear, targetFront, targetRear]; weightChart.data.datasets[1].data = [actualFront, actualRear, 0, 0, 0, 0]; // Represent actuals differently weightChart.update(); } else { weightChart = new Chart(ctx, { type: 'bar', data: { labels: ['Base Front', 'Base Rear', 'Added Front', 'Added Rear', 'Target Front', 'Target Rear'], datasets: [ { label: 'Weight Components (kg)', data: [baseFront, baseRear, addedFront, addedRear, targetFront, targetRear], backgroundColor: [ 'rgba(54, 162, 235, 0.6)', // Base Front Blue 'rgba(255, 99, 132, 0.6)', // Base Rear Red 'rgba(75, 192, 192, 0.6)', // Added Front Green 'rgba(255, 206, 86, 0.6)', // Added Rear Yellow 'rgba(153, 102, 255, 0.8)', // Target Front Purple 'rgba(255, 159, 64, 0.8)' // Target Rear Orange ], borderColor: [ 'rgba(54, 162, 235, 1)', 'rgba(255, 99, 132, 1)', 'rgba(75, 192, 192, 1)', 'rgba(255, 206, 86, 1)', 'rgba(153, 102, 255, 1)', 'rgba(255, 159, 64, 1)' ], borderWidth: 1 }, { label: 'Actual Total Axle Load (kg)', data: [actualFront, actualRear, 0, 0, 0, 0], // Only plot first two as actuals type: 'line', // Use line to distinguish borderColor: 'rgba(0, 74, 153, 1)', // Primary color backgroundColor: 'rgba(0, 74, 153, 0.2)', fill: false, tension: 0.1 } ] }, options: { responsive: true, maintainAspectRatio: true, scales: { y: { beginAtZero: true, title: { display: true, text: 'Weight (kg)' } }, x: { title: { display: true, text: 'Weight Component / Target Load' } } }, plugins: { tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || "; if (label) { label += ': '; } if (context.parsed.y !== null) { label += new Intl.NumberFormat('en-US', { style: 'decimal' }).format(context.parsed.y) + ' kg'; } return label; } } }, legend: { labels: { // Filter out datasets we don't want in legend, like the line representing actuals filter: function(legendItem, chartData) { // Return true to display this item return legendItem.datasetIndex === 0; // Only show bars in legend } } } } } }); } } // Initial calculation on load window.onload = function() { // Need to include Chart.js library var script = document.createElement('script'); script.src = 'https://cdn.jsdelivr.net/npm/chart.js@3.7.0/dist/chart.min.js'; script.onload = function() { calculateBallast(); // Calculate after chart library is loaded }; document.head.appendChild(script); }; // Update calculations in real-time as inputs change var inputFields = document.querySelectorAll('.loan-calc-container input[type="number"], .loan-calc-container select'); inputFields.forEach(function(input) { input.addEventListener('input', calculateBallast); input.addEventListener('change', calculateBallast); // For select elements if any });

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