Corrugated Box Weight Calculation

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Corrugated Box Weight Calculation

Estimate your corrugated box weight for shipping and inventory management.

Corrugated Box Weight Calculator

This calculator helps you estimate the total weight of a corrugated box based on its dimensions, material (linerboard and medium), and flute type. Accurate weight estimation is crucial for shipping costs, storage planning, and material handling.

Enter the outer length of the box.
Enter the outer width of the box.
Enter the outer height of the box.
Weight of the board material in grams per square meter (e.g., 150 gsm).
A Flute B Flute C Flute E Flute F Flute BC Flute (Double Wall) AC Flute (Double Wall) Select the type of flute that determines the board thickness and structure.
Single Wall Double Wall Triple Wall Specify if the box is single, double, or triple-walled.

Estimated Box Weight

— kg
Estimated Surface Area: — m²
Board Area per m² of Box Surface: — m²
Total Board Area Used: — m²
Total Weight (grams): — g
Formula: Total Weight (kg) = (Total Board Area (m²) * Board Weight (gsm) * Number of Walls) / 1000

Weight Distribution by Wall Type

Corrugated Board Properties (Approximate)
Flute Type Wall Type Approx. Thickness (mm) Approx. Board Area Factor (per m² of box surface)

What is Corrugated Box Weight Calculation?

Corrugated box weight calculation refers to the process of determining the estimated weight of a shipping box made from corrugated cardboard. This involves considering various factors such as the box's dimensions, the type of cardboard used (linerboard and medium), the flute type and height, the number of walls (single, double, or triple), and the material's basis weight (often measured in grams per square meter or gsm). Understanding and accurately calculating this weight is fundamental for businesses involved in logistics, manufacturing, and e-commerce. It directly impacts shipping costs, dictates handling procedures, informs inventory management, and helps in optimizing packaging materials for both cost and sustainability.

Who Should Use Corrugated Box Weight Calculation?

A wide range of professionals and businesses benefit from precise corrugated box weight calculations:

  • E-commerce Businesses: To accurately estimate shipping fees for customers, select appropriate shipping carriers, and manage fulfillment center operations efficiently.
  • Manufacturers: For determining the weight of finished goods packaging, planning pallet configurations, and coordinating with logistics partners.
  • Logistics and Shipping Companies: To verify shipment weights, classify freight, and ensure compliance with transportation regulations.
  • Packaging Designers and Engineers: To optimize material usage, ensure structural integrity, and balance weight with protection needs.
  • Warehouse Managers: For planning storage capacity, managing forklift load limits, and ensuring safe manual handling of goods.
  • Procurement Specialists: To negotiate better rates with corrugated box suppliers based on material specifications and anticipated order volumes.

Common Misconceptions about Corrugated Box Weight

Several common misunderstandings can lead to inaccurate weight estimations:

  • Confusing Tare Weight with Gross Weight: Tare weight is the weight of the empty box, while gross weight includes the product inside. This calculator focuses on the tare weight of the corrugated material itself.
  • Assuming All Cardboard is the Same: The weight and performance of corrugated board vary significantly based on the type of paper, flute size, and number of walls.
  • Ignoring Flute Type Impact: Different flute types (like A, B, C, E) offer varying levels of cushioning and stacking strength, which can subtly affect the overall board area calculation and thus weight.
  • Overlooking Adhesive Weight: While generally minor, the glue used in multi-wall constructions can add a small, often uncalculated, amount to the total weight.
  • Using Internal Dimensions: This calculator uses outer dimensions, which are crucial for calculating the exterior surface area and subsequent material usage.

Corrugated Box Weight Calculation Formula and Mathematical Explanation

The core principle behind calculating corrugated box weight is to determine the total surface area of the cardboard used and multiply it by the material's basis weight, accounting for the number of walls.

Step-by-Step Derivation

  1. Calculate Outer Surface Area: First, we need the external surface area of the box. For a rectangular box with length (L), width (W), and height (H), the formula for total surface area is: Surface Area = 2 * (LW + LH + WH) This gives us the area in square centimeters (cm²).
  2. Convert to Square Meters: Since board weight is typically measured in grams per square meter (gsm), we convert the surface area from cm² to m² by dividing by 10,000 (since 1 m² = 10,000 cm²). Surface Area (m²) = Surface Area (cm²) / 10,000
  3. Account for Board Structure (Board Area Factor): Different flute types and constructions (single, double, triple wall) use more board material per square meter of box surface area due to the fluting medium. This is often represented by a "Board Area Factor". For simplicity in this calculator, we directly calculate the required board area using the outer dimensions, implicitly assuming the factor is integrated into the standard calculation of material needed for a given box size, rather than a separate multiplier. A more precise method might incorporate specific flute profiles, but for practical estimation, using the calculated outer surface area multiplied by the number of walls (and gsm) is a common approach. For double and triple wall, we multiply the calculated area by the number of walls.
  4. Calculate Total Board Area: The total area of board material required is the calculated surface area (in m²) multiplied by the number of walls. Total Board Area = Surface Area (m²) * Number of Walls
  5. Calculate Total Weight in Grams: Multiply the total board area by the board's basis weight (gsm). Total Weight (g) = Total Board Area (m²) * Board Weight (gsm) * Number of Walls *Note: For simplicity in the calculator's core logic, we use `Board Weight (gsm) * Number of Walls` as a combined factor applied to the effective board area calculation.*
  6. Convert to Kilograms: Divide the total weight in grams by 1000 to get the final weight in kilograms. Total Weight (kg) = Total Weight (g) / 1000

Variable Explanations

  • Box Dimensions (Length, Width, Height): The external measurements of the box.
  • Board Weight (gsm): The basis weight of the paper used for the linerboard and medium, indicating its density.
  • Flute Type: Determines the thickness and structure of the corrugated medium, affecting cushioning and strength. Common types include A, B, C, E, F, and combined types like BC for double wall.
  • Wall Type: Specifies whether the box is single, double, or triple-layered, significantly increasing material usage and weight.
  • Number of Walls: A multiplier based on the Wall Type (1 for single, 2 for double, 3 for triple).

Variables Table

Variable Meaning Unit Typical Range
Box Length, Width, Height External dimensions of the box cm 1 – 200+
Board Weight (gsm) Basis weight of the paper material g/m² 80 – 300+
Flute Type Profile of the corrugated medium N/A A, B, C, E, F, BC, AC
Wall Type Number of layers of combined board N/A Single, Double, Triple
Number of Walls Factor for material calculation based on Wall Type Unitless 1, 2, 3
Surface Area Total external surface of the box Varies widely
Total Board Area Total material area required Varies widely
Total Weight Estimated weight of the empty box kg 0.1 – 10+

Practical Examples (Real-World Use Cases)

Example 1: Standard E-commerce Box

An online retailer is shipping a medium-sized product. They need to estimate the weight of the shipping box.

  • Box Length: 40 cm
  • Box Width: 30 cm
  • Box Height: 20 cm
  • Board Weight: 150 gsm
  • Flute Type: C Flute
  • Wall Type: Single Wall

Calculation:

  1. Surface Area = 2 * ((40*30) + (40*20) + (30*20)) = 2 * (1200 + 800 + 600) = 2 * 2600 = 5200 cm²
  2. Surface Area (m²) = 5200 / 10000 = 0.52 m²
  3. Number of Walls = 1 (for Single Wall)
  4. Total Board Area = 0.52 m² * 1 = 0.52 m²
  5. Total Weight (g) = 0.52 m² * 150 gsm * 1 = 78 grams
  6. Total Weight (kg) = 78 / 1000 = 0.078 kg

Result: The estimated weight of this single-wall C flute corrugated box is approximately 0.078 kg (or 78 grams). This weight is minimal, but when multiplied by thousands of shipments, it impacts overall shipping costs and logistics planning.

Example 2: Heavy-Duty Double-Wall Box

A manufacturer needs to ship heavy industrial components. They select a robust double-wall box.

  • Box Length: 60 cm
  • Box Width: 50 cm
  • Box Height: 40 cm
  • Board Weight: 200 gsm (for both liners and medium)
  • Flute Type: BC Flute (common for double wall)
  • Wall Type: Double Wall

Calculation:

  1. Surface Area = 2 * ((60*50) + (60*40) + (50*40)) = 2 * (3000 + 2400 + 2000) = 2 * 7400 = 14800 cm²
  2. Surface Area (m²) = 14800 / 10000 = 1.48 m²
  3. Number of Walls = 2 (for Double Wall)
  4. Total Board Area = 1.48 m² * 2 = 2.96 m²
  5. Total Weight (g) = 2.96 m² * 200 gsm * 2 = 1184 grams
  6. Total Weight (kg) = 1184 / 1000 = 1.184 kg

Result: The estimated weight of this double-wall BC flute corrugated box is approximately 1.184 kg. This is significantly heavier than the single-wall box, reflecting the increased material density and structural reinforcement required for heavier loads. This higher weight directly influences freight costs, especially when shipping large volumes.

How to Use This Corrugated Box Weight Calculator

Using the corrugated box weight calculator is straightforward. Follow these simple steps to get your estimated box weight:

  1. Input Box Dimensions: Enter the outer length, width, and height of your box in centimeters (cm). Ensure you are using the external measurements for accurate surface area calculation.
  2. Specify Board Weight: Enter the basis weight of your corrugated board material in grams per square meter (gsm). Common values range from 125 gsm for lighter boxes to 250 gsm or more for heavy-duty applications.
  3. Select Flute Type: Choose the flute type (e.g., A, B, C, E, F, BC) from the dropdown menu. This influences the board's properties but is primarily used here to guide the user on typical choices.
  4. Choose Wall Type: Select whether the box is Single Wall, Double Wall, or Triple Wall. This is a critical factor determining the amount of material used.
  5. Calculate: Click the "Calculate Weight" button.

Reading the Results

  • Primary Result (Estimated Box Weight): This is the main output, shown in kilograms (kg), representing the approximate weight of the empty corrugated box.
  • Intermediate Values: You'll also see the estimated surface area of the box, the total board area used (accounting for walls), and the total weight in grams.
  • Formula Explanation: A brief description of the calculation method is provided for clarity.
  • Chart: Visualize how weight might change across different wall types for similar dimensions.
  • Table: Refer to the table for typical properties associated with different flute and wall types.

Decision-Making Guidance

The calculated weight helps in several decisions:

  • Shipping Costs: Use the estimated weight to get accurate shipping quotes from carriers and determine if dimensional weight pricing applies.
  • Material Optimization: Compare the weights of different board grades or flute types to find a balance between protection, cost, and weight.
  • Handling Procedures: For heavier boxes, ensure proper lifting equipment or procedures are in place to prevent injuries.
  • Palletization: Estimate the total weight of multiple boxes on a pallet to ensure it stays within safe weight limits for transport and storage.

Key Factors That Affect Corrugated Box Weight Results

Several elements can influence the actual weight of a corrugated box compared to the calculator's estimate:

  1. Board Basis Weight (gsm): This is a primary driver. Higher gsm means heavier paper, resulting in a heavier box. Using a 200 gsm board instead of 150 gsm will significantly increase the weight.
  2. Wall Construction (Single, Double, Triple): Double and triple-wall boxes use multiple layers of linerboard and medium. A double-wall box uses roughly twice the material of a single-wall box of similar dimensions, leading to a much heavier empty box.
  3. Flute Size and Type: While this calculator uses generic factors, different flute profiles (A, B, C, E, F) have varying heights and thicknesses. Larger flutes (like A) use more material vertically but may compress more under load. Smaller flutes (like E) are denser. The choice affects both cushioning and the amount of material used per square meter.
  4. Box Dimensions: Larger boxes naturally have a greater surface area, requiring more cardboard and thus weighing more. The ratio of dimensions also plays a role; a long, thin box has a different surface area distribution than a cube.
  5. Moisture Content: Corrugated cardboard's weight can fluctuate slightly based on ambient humidity and the moisture content of the paper. Extremely dry conditions can reduce weight, while damp conditions can increase it temporarily.
  6. Adhesives and Printing: While usually a minor factor, the glue used to bond layers and any inks applied during printing add a small amount to the overall weight. For very precise calculations, these might be considered, but they are typically negligible for standard estimation.
  7. Recycled Content: The percentage of recycled content in the paper pulp can sometimes affect the density and, therefore, the weight of the final board material, though manufacturers aim to maintain consistent gsm.
  8. Manufacturing Tolerances: Slight variations in board thickness and dimensions during the manufacturing process can lead to minor deviations from the calculated weight.

Frequently Asked Questions (FAQ)

  • What is the standard board weight for corrugated boxes? Standard board weights (gsm) vary widely depending on the intended use. Common ranges include 125-150 gsm for single-wall boxes used for lighter items, 175-200 gsm for medium-duty applications, and 200-300+ gsm for double or triple-wall boxes designed for heavy or fragile goods.
  • How does flute type affect box weight? Flute type mainly affects the box's structural properties (stacking strength, cushioning). While different flute heights and profiles use slightly different amounts of material per unit area, the primary impact on weight comes from the board's gsm and the number of walls. This calculator uses flute type selection for context rather than a direct weight multiplier.
  • Is the calculated weight the tare weight or gross weight? This calculator provides the estimated tare weight – the weight of the empty corrugated box itself. Gross weight would include the weight of the contents placed inside the box.
  • Why is accurate corrugated box weight calculation important for shipping? Accurate weight estimation is crucial for obtaining correct shipping quotes, avoiding surcharges from carriers, ensuring compliance with weight limits, and optimizing logistics costs. It also helps in planning warehouse space and handling procedures.
  • Does the calculator account for the weight of the product inside the box? No, this calculator specifically estimates the weight of the empty corrugated box (tare weight). You need to add the weight of your product to this figure to determine the total gross weight for shipping.
  • What are typical weights for different types of boxes? A small single-wall e-commerce box might weigh 50-150 grams, while a large double-wall box for heavy items could weigh 1-3 kg or even more, depending on dimensions and board specifications.
  • Can I use this calculator for custom box shapes? This calculator is designed for standard rectangular corrugated boxes. For boxes with complex shapes (e.g., round, triangular, irregular), you would need to calculate the surface area of that specific shape manually or use specialized software.
  • How does "board area factor" differ from direct calculation? Some methods use a "board area factor" specific to flute types to estimate material usage. This calculator simplifies by directly using the outer surface area and multiplying by the number of walls, assuming standard board construction for the chosen wall type. For highly precise engineering, specific factors might be incorporated.

Related Tools and Internal Resources

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var chartInstance = null; function getBoardProperties() { return { 'A': { 'single': {'thickness': 3.0, 'factor': 1.15}, 'double': {'thickness': 6.5, 'factor': 2.30}, 'triple': {'thickness': 9.0, 'factor': 3.45} }, 'B': { 'single': {'thickness': 1.5, 'factor': 1.05}, 'double': {'thickness': 4.0, 'factor': 2.10}, 'triple': {'thickness': 7.0, 'factor': 3.15} }, 'C': { 'single': {'thickness': 3.0, 'factor': 1.18}, 'double': {'thickness': 6.5, 'factor': 2.35}, 'triple': {'thickness': 9.5, 'factor': 3.55} }, 'E': { 'single': {'thickness': 0.8, 'factor': 1.02}, 'double': {'thickness': 2.0, 'factor': 2.04}, 'triple': {'thickness': 3.5, 'factor': 3.06} }, 'F': { 'single': {'thickness': 0.5, 'factor': 1.01}, 'double': {'thickness': 1.5, 'factor': 2.02}, 'triple': {'thickness': 2.5, 'factor': 3.03} }, 'BC': { 'single': {'thickness': 4.5, 'factor': 1.25}, 'double': {'thickness': 8.0, 'factor': 2.50}, 'triple': {'thickness': 11.0, 'factor': 3.75} }, 'AC': { 'single': {'thickness': 3.8, 'factor': 1.20}, 'double': {'thickness': 7.3, 'factor': 2.40}, 'triple': {'thickness': 10.3, 'factor': 3.60} } }; } function updatePropertiesTable() { var tableBody = document.getElementById('propertiesTableBody'); tableBody.innerHTML = "; // Clear previous content var properties = getBoardProperties(); var commonGsm = 150; // Using a representative gsm for thickness comparison context for (var flute in properties) { for (var wall in properties[flute]) { var data = properties[flute][wall]; var row = tableBody.insertRow(); row.insertCell(0).textContent = flute + (flute.length > 1 ? " : ' Flute'); row.insertCell(1).textContent = wall.charAt(0).toUpperCase() + wall.slice(1) + ' Wall'; row.insertCell(2).textContent = data.thickness.toFixed(1) + ' mm'; row.insertCell(3).textContent = (data.factor * commonGsm / 1000).toFixed(3) + ' kg/m² (approx)'; // Approximate weight per m² of box surface } } } function calculateWeight() { var boxLength = parseFloat(document.getElementById('boxLength').value); var boxWidth = parseFloat(document.getElementById('boxWidth').value); var boxHeight = parseFloat(document.getElementById('boxHeight').value); var boardWeightGsm = parseFloat(document.getElementById('boardWeight').value); var fluteType = document.getElementById('fluteType').value; var wallType = document.getElementById('wallType').value; var errors = false; var errorMessages = { boxLength: ", boxWidth: ", boxHeight: ", boardWeight: " }; if (isNaN(boxLength) || boxLength <= 0) { errorMessages.boxLength = 'Please enter a valid positive number for length.'; errors = true; } if (isNaN(boxWidth) || boxWidth <= 0) { errorMessages.boxWidth = 'Please enter a valid positive number for width.'; errors = true; } if (isNaN(boxHeight) || boxHeight <= 0) { errorMessages.boxHeight = 'Please enter a valid positive number for height.'; errors = true; } if (isNaN(boardWeightGsm) || boardWeightGsm 500) { errorMessages.boardWeight = 'Please enter a board weight between 50 and 500 gsm.'; errors = true; } document.getElementById('boxLengthError').textContent = errorMessages.boxLength; document.getElementById('boxWidthError').textContent = errorMessages.boxWidth; document.getElementById('boxHeightError').textContent = errorMessages.boxHeight; document.getElementById('boardWeightError').textContent = errorMessages.boardWeight; if (errors) { document.getElementById('primaryResult').textContent = '– kg'; document.getElementById('surfaceArea').textContent = 'Estimated Surface Area: — m²'; document.getElementById('boardAreaPerSquareMeter').textContent = 'Board Area per m² of Box Surface: — m²'; document.getElementById('totalBoardArea').textContent = 'Total Board Area Used: — m²'; document.getElementById('totalWeightGrams').textContent = 'Total Weight (grams): — g'; return; } var surfaceAreaCm2 = 2 * ((boxLength * boxWidth) + (boxLength * boxHeight) + (boxWidth * boxHeight)); var surfaceAreaM2 = surfaceAreaCm2 / 10000; var numWalls = 1; if (wallType === 'double') { numWalls = 2; } else if (wallType === 'triple') { numWalls = 3; } // Simplified factor lookup – using a general factor for calculation basis // A more complex model would integrate flute thickness directly var properties = getBoardProperties(); var boardAreaFactor = 1.0; // Default for basic calculation if (properties[fluteType] && properties[fluteType][wallType]) { boardAreaFactor = properties[fluteType][wallType].factor; } else if (properties[fluteType]) { // Fallback if wall type specific not found, use general flute factor boardAreaFactor = properties[fluteType]['single'].factor; // Assuming single wall as a base for flute type factor if (wallType === 'double') boardAreaFactor = properties[fluteType]['double'].factor; if (wallType === 'triple') boardAreaFactor = properties[fluteType]['triple'].factor; } else { // Fallback for unknown flute type, use generic factors based on wall type if (wallType === 'single') boardAreaFactor = 1.1; else if (wallType === 'double') boardAreaFactor = 2.2; else if (wallType === 'triple') boardAreaFactor = 3.3; } var totalBoardAreaM2 = surfaceAreaM2 * boardAreaFactor * numWalls; var totalWeightGrams = totalBoardAreaM2 * boardWeightGsm; var totalWeightKg = totalWeightGrams / 1000; document.getElementById('primaryResult').textContent = totalWeightKg.toFixed(3) + ' kg'; document.getElementById('surfaceArea').textContent = 'Estimated Surface Area: ' + surfaceAreaM2.toFixed(3) + ' m²'; document.getElementById('boardAreaPerSquareMeter').textContent = 'Board Area Factor (approx): ' + boardAreaFactor.toFixed(2); document.getElementById('totalBoardArea').textContent = 'Total Board Area Used: ' + totalBoardAreaM2.toFixed(3) + ' m²'; document.getElementById('totalWeightGrams').textContent = 'Total Weight (grams): ' + totalWeightGrams.toFixed(1) + ' g'; updateChart(fluteType, wallType, totalWeightKg); } function resetCalculator() { document.getElementById('boxLength').value = 40; document.getElementById('boxWidth').value = 30; document.getElementById('boxHeight').value = 20; document.getElementById('boardWeight').value = 150; document.getElementById('fluteType').value = 'C'; document.getElementById('wallType').value = 'single'; // Clear errors document.getElementById('boxLengthError').textContent = "; document.getElementById('boxWidthError').textContent = "; document.getElementById('boxHeightError').textContent = "; document.getElementById('boardWeightError').textContent = "; calculateWeight(); // Recalculate with default values } function copyResults() { var primaryResult = document.getElementById('primaryResult').textContent; var surfaceArea = document.getElementById('surfaceArea').textContent; var boardAreaFactor = document.getElementById('boardAreaPerSquareMeter').textContent; var totalBoardArea = document.getElementById('totalBoardArea').textContent; var totalWeightGrams = document.getElementById('totalWeightGrams').textContent; var resultText = "Corrugated Box Weight Calculation Results:\n\n"; resultText += "Estimated Box Weight: " + primaryResult + "\n"; resultText += surfaceArea + "\n"; resultText += boardAreaFactor + "\n"; resultText += totalBoardArea + "\n"; resultText += totalWeightGrams + "\n\n"; resultText += "Formula: Total Weight (kg) = (Total Board Area (m²) * Board Weight (gsm) * Number of Walls) / 1000 (simplified calculation shown)"; // Use a temporary textarea to copy text var textArea = document.createElement("textarea"); textArea.value = resultText; document.body.appendChild(textArea); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'Results copied!' : 'Failed to copy results.'; alert(msg); // Simple alert for feedback } catch (err) { alert('Oops, unable to copy: ' + err); } document.body.removeChild(textArea); } function updateChart(selectedFlute, selectedWall, currentWeightKg) { var ctx = document.getElementById('weightChart').getContext('2d'); var properties = getBoardProperties(); var chartData = { labels: ['Single Wall', 'Double Wall', 'Triple Wall'], datasets: [{ label: 'Estimated Weight (kg) for ' + selectedFlute + ' Flute', data: [], backgroundColor: [ 'rgba(0, 74, 153, 0.6)', 'rgba(40, 167, 69, 0.6)', 'rgba(255, 193, 7, 0.6)' ], borderColor: [ 'rgba(0, 74, 153, 1)', 'rgba(40, 167, 69, 1)', 'rgba(255, 193, 7, 1)' ], borderWidth: 1 }] }; // Calculate weights for the selected flute type across different wall types var boxLength = parseFloat(document.getElementById('boxLength').value) || 40; var boxWidth = parseFloat(document.getElementById('boxWidth').value) || 30; var boxHeight = parseFloat(document.getElementById('boxHeight').value) || 20; var boardWeightGsm = parseFloat(document.getElementById('boardWeight').value) || 150; var walls = ['single', 'double', 'triple']; var calculatedWeights = {}; walls.forEach(function(wallType) { var numWalls = (wallType === 'double' ? 2 : (wallType === 'triple' ? 3 : 1)); var boardAreaFactor = 1.0; if (properties[selectedFlute] && properties[selectedFlute][wallType]) { boardAreaFactor = properties[selectedFlute][wallType].factor; } else { // Fallback if flute/wall combo not found if (wallType === 'single') boardAreaFactor = 1.1; else if (wallType === 'double') boardAreaFactor = 2.2; else if (wallType === 'triple') boardAreaFactor = 3.3; } var surfaceAreaCm2 = 2 * ((boxLength * boxWidth) + (boxLength * boxHeight) + (boxWidth * boxHeight)); var surfaceAreaM2 = surfaceAreaCm2 / 10000; var totalBoardAreaM2 = surfaceAreaM2 * boardAreaFactor * numWalls; var totalWeightGrams = totalBoardAreaM2 * boardWeightGsm; calculatedWeights[wallType] = totalWeightGrams / 1000; }); chartData.datasets[0].data = [ calculatedWeights.single, calculatedWeights.double, calculatedWeights.triple ]; chartData.datasets[0].label = 'Estimated Weight (kg) for ' + selectedFlute + ' Flute (' + boardWeightGsm + ' gsm)'; // Update chart legend var legendHtml = '' + selectedFlute + ' Flute Weights (' + boardWeightGsm + ' gsm):'; legendHtml += ' Single Wall: ' + calculatedWeights.single.toFixed(3) + ' kg'; legendHtml += ' Double Wall: ' + calculatedWeights.double.toFixed(3) + ' kg'; legendHtml += ' Triple Wall: ' + calculatedWeights.triple.toFixed(3) + ' kg'; document.getElementById('chartLegend').innerHTML = legendHtml; if (chartInstance) { chartInstance.destroy(); } chartInstance = new Chart(ctx, { type: 'bar', data: chartData, options: { responsive: true, maintainAspectRatio: true, scales: { y: { beginAtZero: true, title: { display: true, text: 'Estimated Weight (kg)' } }, x: { title: { display: true, text: 'Wall Type' } } }, plugins: { legend: { display: false // Legend handled by custom div }, title: { display: true, text: 'Estimated Box Weight vs. Wall Type for Selected Flute' } } } }); } // Initialize table and chart on load document.addEventListener('DOMContentLoaded', function() { updatePropertiesTable(); // Initial calculation and chart update on page load calculateWeight(); // Ensure chart update logic is triggered correctly if initial values don't trigger it var initialFlute = document.getElementById('fluteType').value; var initialWall = document.getElementById('wallType').value; updateChart(initialFlute, initialWall, 0); // 0 is placeholder, current weight is calculated inside updateChart });

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