Corrugated Paper Sheet Weight Calculator

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Corrugated Paper Sheet Weight Calculator

Calculate the precise weight of your corrugated paper sheets based on key physical properties. Essential for logistics, material estimation, and cost analysis in packaging and printing industries.

Corrugated Paper Weight Calculator

Enter the width of the paper sheet in meters (e.g., 1.2).
Enter the length of the paper sheet in meters (e.g., 1.0).
Enter the Grams per Square Meter (GSM) of the paper (e.g., 150).
Single Wall Double Wall Triple Wall Select the type of corrugation (e.g., Single Wall).
Enter the total number of paper layers in the board (e.g., 3 for Kraft Liner + Medium + Kraft Liner).
Multiplier for liner board weight (often ~1.0 for standard paper, adjust if different density or treatment). E.g., 1.0.
Multiplier for fluting medium weight (often slightly less than liner, e.g., 0.9 for standard fluting medium).

Calculation Results

–.– kg
Total Sheet Area: –.–
Base Paper Weight: –.– kg
Adjusted Paper Weight: –.– kg
Effective GSM: –.– GSM

Key Assumptions

Corrugation Type: N/A
Number of Layers: N/A
Liner Board Factor: N/A
Medium Board Factor: N/A
Formula Explained: The total weight is calculated by first finding the total area of the paper sheet (Width x Length). Then, this area is multiplied by the Grammage (GSM) to get the base weight in grams, which is then converted to kilograms. For corrugated board, we adjust this base weight by considering the number of layers and applying specific weight factors for linerboard and fluting medium to account for their different densities and construction. The Effective GSM represents the overall GSM of the final board structure.

Weight Distribution by Layer Type

Visualizing how different layers contribute to the total sheet weight.

Weight Table

Layer Type Contribution to Weight (kg) Percentage of Total (%)
Liner (Top) –.– –.–
Fluting (Medium) –.– –.–
Liner (Bottom) –.– –.–
Other Layers (if applicable) –.– –.–
Total Weight –.– 100.0

What is Corrugated Paper Sheet Weight?

Corrugated paper sheet weight refers to the total mass of a sheet or board made from corrugated paper. This weight is a critical metric in the packaging industry, directly influencing material costs, shipping expenses, structural integrity, and the overall environmental footprint of the packaging. It's typically expressed in kilograms (kg) per sheet or per unit area (like GSM – Grams per Square Meter, or pounds per square foot). Understanding and accurately calculating the weight of corrugated paper sheets is fundamental for businesses involved in manufacturing, logistics, and supply chain management.

Who should use this calculator? This tool is invaluable for packaging designers, manufacturers, purchasing managers, logistics coordinators, and anyone involved in the supply chain of corrugated products. It's useful for quoting, estimating material requirements, verifying supplier specifications, and optimizing packaging for weight-sensitive shipping. Whether you're dealing with single-wall, double-wall, or triple-wall corrugated cardboard, this calculator helps you quantify the material you're using.

Common misconceptions about corrugated paper weight include assuming all paper of the same thickness weighs the same, or that weight is solely determined by the board's dimensions. In reality, the type of paper pulp used, the density of the paper, the specific construction of the fluting (medium) and liners, and even moisture content can significantly affect the final weight. This calculator helps account for these variables.

Corrugated Paper Sheet Weight Formula and Mathematical Explanation

The calculation of corrugated paper sheet weight involves determining the area of the sheet and then applying the grammage (GSM) and construction details of the corrugated board.

Step-by-step Derivation

  1. Calculate Total Sheet Area: The area of a single sheet is its width multiplied by its length.
  2. Determine Base Paper Weight: Multiply the total sheet area by the Grammage (GSM) to get the weight of the paper in grams.
  3. Convert to Kilograms: Divide the base weight in grams by 1000 to get the weight in kilograms.
  4. Account for Corrugated Board Structure: Corrugated board typically consists of alternating layers of linerboard and fluting medium. A standard single-wall board has 3 layers: a top liner, a fluting medium, and a bottom liner. Double-wall has 5 layers, and triple-wall has 7. The overall weight calculation needs to consider the weight contribution of each layer type. We use multipliers based on the specific paper used for liners and mediums, as they may have different GSMs and densities.
  5. Calculate Adjusted Weight: The final weight is a sum of the weighted contributions of each layer type.

Variable Explanations

Here are the key variables used in the calculation:

Variable Meaning Unit Typical Range
Paper Width (W) The width dimension of the corrugated paper sheet. meters (m) 0.5 – 3.0 m
Paper Length (L) The length dimension of the corrugated paper sheet. meters (m) 0.5 – 5.0 m
Grammage (GSM) The weight of the paper in grams per square meter. This is a base property of the paper used for liners and medium. grams/m² (g/m²) 80 – 500 g/m²
Corrugation Type Indicates the number of layers of fluting and linerboard. Affects how the weight is distributed. N/A (Categorical) Single, Double, Triple
Number of Layers The total count of paper layers in the corrugated board structure. Count 3 (Single), 5 (Double), 7 (Triple)
Liner Board Weight Factor (LWF) A multiplier adjusting the GSM of the linerboard layers. Accounts for variations in density or specific paper types. Unitless 0.9 – 1.2 (commonly 1.0)
Medium Weight Factor (MWF) A multiplier adjusting the GSM of the fluting medium layers. Accounts for differences in medium paper. Unitless 0.8 – 1.1 (commonly 0.9)
Total Sheet Area (A) The surface area of one side of the paper sheet. square meters (m²) Calculated
Base Paper Weight (BPW) The weight of the paper if it were a single flat sheet of the given GSM. kilograms (kg) Calculated
Adjusted Paper Weight (APW) The final calculated weight of the corrugated sheet, accounting for board structure. kilograms (kg) Calculated
Effective GSM An average GSM representing the entire corrugated board structure. grams/m² (g/m²) Calculated

Core Calculation Logic

The calculator approximates the weight distribution. For simplicity in this model, we assume:

  • For single wall (3 layers): Top Liner, Fluting, Bottom Liner. We typically assume the top and bottom liners have the same effective GSM, and the fluting medium has a potentially different GSM (or density factor applied to the base GSM).
  • For double wall (5 layers): Liner, Fluting, Liner, Fluting, Liner.
  • For triple wall (7 layers): Liner, Fluting, Liner, Fluting, Liner, Fluting, Liner.

The calculation simplifies by relating the factors to the base GSM:

Area = Paper Width * Paper Length

Weight per m² (Liner) = GSM * Liner Board Weight Factor

Weight per m² (Medium) = GSM * Medium Weight Factor

The total weight depends on the number of layers and their types. A common approach is to use the **average effective GSM** of the board.

Let's simplify for calculation using the provided factors and assuming a base GSM is applied across all paper types before factors:

Effective GSM = (Number of Liner layers * GSM * LWF + Number of Medium layers * GSM * MWF) / Total Number of Layers

Total Sheet Area = Width * Length

Adjusted Paper Weight (kg) = (Total Sheet Area * Effective GSM) / 1000

Example Simplified Calculation (Single Wall, 3 Layers):

Assume 1 Liner Layer, 1 Fluting Layer, 1 Liner Layer. Total Layers = 3.

Effective GSM = (2 * GSM * LWF + 1 * GSM * MWF) / 3

Adjusted Paper Weight (kg) = (Area * ((2 * GSM * LWF + 1 * GSM * MWF) / 3)) / 1000

The calculator performs a slightly more nuanced calculation based on the number of liner and medium layers derived from the flute type and number of layers input.

Practical Examples (Real-World Use Cases)

Example 1: Standard Single-Wall Box Blank

A company needs to estimate the weight of a standard box blank for shipping electronics.

  • Inputs:
    • Paper Width: 1.2 meters
    • Paper Length: 1.0 meter
    • Grammage (GSM): 150 g/m²
    • Corrugation Type: Single Wall
    • Number of Layers: 3
    • Liner Board Weight Factor: 1.0
    • Medium Weight Factor: 0.9
  • Calculation:
    • Total Sheet Area = 1.2 m * 1.0 m = 1.2 m²
    • Effective GSM = (2 * 150 * 1.0 + 1 * 150 * 0.9) / 3 = (300 + 135) / 3 = 435 / 3 = 145 GSM
    • Adjusted Paper Weight = (1.2 m² * 145 GSM) / 1000 = 174 / 1000 = 0.174 kg
  • Results Interpretation: Each sheet of this corrugated paper weighs approximately 0.174 kg. This figure is crucial for calculating the total weight of packaged goods, determining pallet configurations, and estimating shipping costs. Knowing this helps in optimizing material usage and controlling expenses.

Example 2: Heavy-Duty Double-Wall Packaging

A manufacturer is producing heavy-duty packaging for industrial machinery parts requiring extra strength.

  • Inputs:
    • Paper Width: 1.5 meters
    • Paper Length: 2.0 meters
    • Grammage (GSM): 200 g/m²
    • Corrugation Type: Double Wall
    • Number of Layers: 5
    • Liner Board Weight Factor: 1.05
    • Medium Weight Factor: 0.95
  • Calculation:
    • Total Sheet Area = 1.5 m * 2.0 m = 3.0 m²
    • Effective GSM = (3 * 200 * 1.05 + 2 * 200 * 0.95) / 5 = (630 + 380) / 5 = 1010 / 5 = 202 GSM
    • Adjusted Paper Weight = (3.0 m² * 202 GSM) / 1000 = 606 / 1000 = 0.606 kg
  • Results Interpretation: This larger, double-wall sheet weighs about 0.606 kg. The higher GSM and double-wall construction contribute significantly to its weight, indicating greater material density and strength. This information is vital for ensuring the packaging can withstand the stresses of shipping heavy items and for accurately calculating freight charges.

How to Use This Corrugated Paper Sheet Weight Calculator

Using our calculator is straightforward. Follow these steps to get your accurate paper weight calculation:

  1. Input Sheet Dimensions: Enter the exact width and length of your corrugated paper sheet in meters.
  2. Specify Paper Grammage (GSM): Input the Grams per Square Meter (GSM) for the paper used. This is a fundamental property of the paper stock.
  3. Select Corrugation Type: Choose the type of corrugated board (Single, Double, or Triple Wall) from the dropdown menu. This determines the standard number of layers.
  4. Enter Number of Layers: Confirm or adjust the total number of paper layers. For standard types, this usually aligns with the corrugation type (e.g., 3 for single, 5 for double, 7 for triple).
  5. Input Weight Factors: Enter the Liner Board Weight Factor and Medium Weight Factor. These multipliers adjust for potential variations in the density or specific type of paper used for liners versus the fluting medium. A value of 1.0 typically indicates the base GSM is used directly.
  6. Calculate: Click the "Calculate Weight" button.

How to Read Results:

  • Primary Result (Adjusted Paper Weight): This is the most crucial figure – the estimated total weight of one sheet of corrugated paper in kilograms.
  • Intermediate Values: These provide a breakdown, showing the total area, the conceptual "base paper weight" if it were flat, and the effective GSM of the final corrugated board structure.
  • Key Assumptions: Review these to ensure they match your understanding of the corrugated board's construction.
  • Table & Chart: The table breaks down the weight contribution by layer type, and the chart visualizes this distribution, offering further insight into the board's composition.

Decision-Making Guidance: Use the calculated weight to accurately quote jobs, determine shipping costs, optimize packaging design for weight reduction (if necessary), or compare the material density of different corrugated board options. If the calculated weight seems too high or low, review your input factors, especially the GSM and weight multipliers.

Key Factors That Affect Corrugated Paper Sheet Results

Several factors influence the final weight of corrugated paper sheets beyond the basic dimensions:

  1. Grammage (GSM): This is the most direct determinant. Higher GSM papers inherently weigh more per square meter, leading to heavier sheets. Choosing appropriate GSM for liners and medium is key to balancing strength and weight.
  2. Corrugation Structure (Wall Type): Double-wall and triple-wall constructions use more paper layers (liners and mediums) than single-wall. Consequently, they are significantly heavier and provide greater stacking strength and protection, but at a higher material cost and weight.
  3. Paper Density & Pulp Type: Different paper manufacturing processes and the types of pulp used (e.g., virgin Kraft vs. recycled) result in varying paper densities. Denser paper will weigh more even at the same GSM. The "Weight Factors" in the calculator attempt to account for this.
  4. Moisture Content: Paper is hygroscopic, meaning it absorbs moisture from the air. Fluctuations in humidity can alter the weight of corrugated sheets. Standard calculations usually assume a typical moisture content (around 5-8%), but extreme conditions can cause measurable changes.
  5. Adhesives and Coatings: The starch-based adhesives used to bond the layers, as well as any printing inks, coatings, or specialized treatments applied to the paper, add a small amount of weight. While often negligible for basic calculations, they contribute to the overall mass.
  6. Flute Profile (Height & Pitch): While not directly factored into this simplified GSM-based calculator, the specific shape and size of the flutes (e.g., A, B, C flute) affect the board's rigidity and the amount of air cushioning. Different flute profiles can have slightly different medium paper requirements or structural efficiencies that indirectly relate to weight.
  7. Manufacturing Tolerances: Like any manufacturing process, there are slight variations in paper production and board conversion. The GSM might not be perfectly uniform across a large roll, and the application of adhesives can vary. The calculated weight is an estimate based on average values.

Frequently Asked Questions (FAQ)

What is the standard GSM for corrugated cardboard?
There isn't one single standard, as it depends on the application. Common GSM values for linerboard range from 100 g/m² to 250 g/m², while fluting medium is often between 90 g/m² and 150 g/m². The total weight is determined by the combination of these layers and the board structure.
How does moisture affect the weight of corrugated paper?
Paper absorbs moisture. An increase in moisture content will increase the weight of the corrugated sheet. Conversely, very dry conditions can slightly decrease the weight. This calculator assumes typical ambient conditions.
What is the difference between basis weight and GSM?
Basis weight is an older system, often used in North America, measuring weight per ream (500 sheets) of a specific standard size. GSM (Grams per Square Meter) is the international standard and directly measures the weight of one square meter of paper, making it a more consistent metric for calculations like this.
Can I use this calculator for cardboard boxes that are already assembled?
Yes, provided you know the dimensions of the flat cardboard sheet (blank) used to make the box and the type of corrugated board (single, double, triple wall). The calculator estimates the weight of the material itself, not the finished box volume or contents.
What do the "Weight Factors" mean?
These factors allow you to adjust the base GSM input to better reflect the actual paper used. For instance, if your linerboard is a premium, denser paper than your fluting medium, you might use a Liner Board Weight Factor slightly above 1.0 (e.g., 1.05) and a Medium Weight Factor slightly below 1.0 (e.g., 0.9). If all papers are standard and have the same target GSM, using 1.0 for both is appropriate.
Why are the intermediate results like "Base Paper Weight" different from the final "Adjusted Paper Weight"?
The "Base Paper Weight" is a theoretical weight assuming the entire sheet was made of paper with the single input GSM. The "Adjusted Paper Weight" is the final, accurate calculation for the corrugated board structure, factoring in the different layers (liners and medium) and their respective weight multipliers.
Is the chart showing the weight of the actual paper used or a theoretical value?
The chart and table show the calculated weight contribution of each layer type (top liner, fluting medium, bottom liner) based on the input GSM and the applied weight factors. It represents the estimated weight distribution within the final corrugated sheet.
What if my corrugated board has more than 7 layers (e.g., super-triple wall)?
This calculator is primarily designed for standard single, double, and triple-wall constructions (3, 5, and 7 layers respectively). For boards with significantly more layers, you would need to manually adjust the 'Number of Layers' input and ensure the calculation logic appropriately distributes the weight between liner and medium layers, potentially requiring a more complex custom calculator.

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document.getElementById('gsmError').style.display = 'none'; document.getElementById('numLayersError').style.display = 'none'; document.getElementById('linerBoardWeightMultiplierError').style.display = 'none'; document.getElementById('mediumWeightMultiplierError').style.display = 'none'; // Validate inputs var isValid = true; isValid &= validateInput('paperWidth', 'paperWidthError', 0); isValid &= validateInput('paperLength', 'paperLengthError', 0); isValid &= validateInput('gsm', 'gsmError', 0); isValid &= validateInput('numLayers', 'numLayersError', 1); isValid &= validateInput('linerBoardWeightMultiplier', 'linerBoardWeightMultiplierError', 0); isValid &= validateInput('mediumWeightMultiplier', 'mediumWeightMultiplierError', 0); if (!isValid) { document.getElementById('primary-result').textContent = '–.– kg'; document.getElementById('totalSheetArea').textContent = '–.–'; document.getElementById('basePaperWeight').textContent = '–.–'; document.getElementById('adjustedPaperWeight').textContent = '–.–'; document.getElementById('effectiveGsm').textContent = '–.–'; updateChart([], []); // Clear chart updateTable(); return; } var paperWidth = parseFloat(document.getElementById('paperWidth').value); var paperLength = parseFloat(document.getElementById('paperLength').value); var gsm = parseFloat(document.getElementById('gsm').value); var fluteType = document.getElementById('fluteType').value; var numLayersInput = parseInt(document.getElementById('numLayers').value); var linerFactor = parseFloat(document.getElementById('linerBoardWeightMultiplier').value); var mediumFactor = parseFloat(document.getElementById('mediumWeightMultiplier').value); var totalSheetArea = paperWidth * paperLength; var basePaperWeightKg = (totalSheetArea * gsm) / 1000; // Base weight if it were flat paper // Determine number of liner and medium layers based on flute type and input numLayers var numLinerLayers = 0; var numMediumLayers = 0; if (numLayersInput === 3) { // Typical Single Wall numLinerLayers = 2; numMediumLayers = 1; } else if (numLayersInput === 5) { // Typical Double Wall numLinerLayers = 3; numMediumLayers = 2; } else if (numLayersInput === 7) { // Typical Triple Wall numLinerLayers = 4; numMediumLayers = 3; } else { // If numLayersInput is not standard, try to infer based on flute type if possible or just use provided // For this calculator, we will primarily use numLayersInput and derive liner/medium counts. // A simple logic for non-standard layers: alternate, starting with liner if odd layers, medium if even (unlikely for paper boards) if (numLayersInput % 2 === 1) { // Odd number of layers implies more liners typically numLinerLayers = Math.ceil(numLayersInput / 2); numMediumLayers = Math.floor(numLayersInput / 2); } else { // Even number of layers is unusual for standard board, assume equal split or default to a pattern numLinerLayers = numLayersInput / 2; numMediumLayers = numLayersInput / 2; } } var effectiveGsm = ((numLinerLayers * gsm * linerFactor) + (numMediumLayers * gsm * mediumFactor)) / numLayersInput; var adjustedPaperWeightKg = (totalSheetArea * effectiveGsm) / 1000; // Calculate individual layer weights for table and chart var linerWeightKg = (totalSheetArea * gsm * linerFactor) / 1000; var mediumWeightKg = (totalSheetArea * gsm * mediumFactor) / 1000; var totalLinerWeight = linerWeightKg * numLinerLayers; var totalMediumWeight = mediumWeightKg * numMediumLayers; var weightContributions = {}; var chartData = []; var tableData = []; // Distribute weights based on layer counts if (numLinerLayers > 0) { weightContributions['Liner'] = totalLinerWeight; chartData.push({ label: 'Liner Board', value: totalLinerWeight, color: '#004a99' }); tableData.push({ type: 'Liner', weight: totalLinerWeight }); } if (numMediumLayers > 0) { weightContributions['Medium'] = totalMediumWeight; chartData.push({ label: 'Fluting Medium', value: totalMediumWeight, color: '#28a745' }); tableData.push({ type: 'Fluting Medium', weight: totalMediumWeight }); } // Update UI document.getElementById('primary-result').textContent = adjustedPaperWeightKg.toFixed(3) + ' kg'; document.getElementById('totalSheetArea').textContent = totalSheetArea.toFixed(2); document.getElementById('basePaperWeight').textContent = basePaperWeightKg.toFixed(3); document.getElementById('adjustedPaperWeight').textContent = adjustedPaperWeightKg.toFixed(3); document.getElementById('effectiveGsm').textContent = effectiveGsm.toFixed(1); document.getElementById('assumedFluteType').textContent = fluteType; document.getElementById('assumedNumLayers').textContent = numLayersInput; document.getElementById('assumedLinerFactor').textContent = linerFactor.toFixed(2); document.getElementById('assumedMediumFactor').textContent = mediumFactor.toFixed(2); updateChart(chartData, adjustedPaperWeightKg); updateTable(tableData, adjustedPaperWeightKg); } function updateChart(data, totalWeight) { var canvas = document.getElementById('weightDistributionChart'); var ctx = canvas.getContext('2d'); // Clear previous chart if (chartInstance) { chartInstance.destroy(); } if (data.length === 0 || totalWeight === 0) { ctx.clearRect(0, 0, canvas.width, canvas.height); // Clear canvas if no data return; } // Calculate percentages for table var datasets = [{ data: data.map(function(item) { return item.value; }), backgroundColor: data.map(function(item) { return item.color; }), borderColor: '#ffffff', borderWidth: 2 }]; // Create labels array for the chart var labels = data.map(function(item) { return item.label; }); // Dynamically set canvas size to fit chart well – not strictly required by prompt but good practice // For this single column layout, fixed size is acceptable. canvas.width = 600; // Example fixed width canvas.height = 300; // Example fixed height chartInstance = new Chart(ctx, { type: 'pie', // Pie chart is suitable for distribution data: { labels: labels, datasets: datasets }, options: { responsive: true, maintainAspectRatio: false, // Allows chart to fill container better plugins: { legend: { position: 'top', }, tooltip: { callbacks: { label: function(tooltipItem) { var dataset = tooltipItem.chart.data.datasets[0]; var currentValue = dataset.data[tooltipItem.dataIndex]; var percentage = ((currentValue / totalWeight) * 100).toFixed(1) + '%'; return tooltipItem.label + ': ' + currentValue.toFixed(3) + ' kg (' + percentage + ')'; } } } } } }); } function updateTable(data, totalWeight) { var tableBody = document.getElementById('weightTableBody'); // Clear existing rows except header and footer tableBody.innerHTML = ` Liner (Top/Bottom) –.– –.– Fluting (Medium) –.– –.– Other Layers (if applicable) –.– –.– Total Weight –.– 100.0 `; var linerTotalWeight = 0; var mediumTotalWeight = 0; var otherTotalWeight = 0; // Placeholder if needed data.forEach(function(item) { if (item.type === 'Liner') { linerTotalWeight = item.weight; } else if (item.type === 'Fluting Medium') { mediumTotalWeight = item.weight; } }); var tableTotalWeightElement = document.getElementById('tableTotalWeight'); var linerTopWeightElement = document.getElementById('linerTopWeight'); var linerTopPercentageElement = document.getElementById('linerTopPercentage'); var flutingMediumWeightElement = document.getElementById('flutingMediumWeight'); var flutingMediumPercentageElement = document.getElementById('flutingMediumPercentage'); var otherLayersWeightElement = document.getElementById('otherLayersWeight'); var otherLayersPercentageElement = document.getElementById('otherLayersPercentage'); if (totalWeight > 0) { var linerContribution = linerTotalWeight / 2; // Assume half for top, half for bottom if 2 liners var mediumContribution = mediumTotalWeight; // Assume one medium layer weight if only one specified // Adjust if more than 2 liner layers or more than 1 medium layer are implied by numLayersInput var numLinerLayers = parseInt(document.getElementById('numLayers').value) === 3 ? 2 : (parseInt(document.getElementById('numLayers').value) === 5 ? 3 : (parseInt(document.getElementById('numLayers').value) === 7 ? 4 : Math.ceil(parseInt(document.getElementById('numLayers').value)/2))); var numMediumLayers = parseInt(document.getElementById('numLayers').value) – numLinerLayers; linerContribution = linerTotalWeight / numLinerLayers; mediumContribution = mediumTotalWeight / numMediumLayers; // Crude allocation for table display: just show aggregate or split if standard counts linerTopWeightElement.textContent = linerContribution.toFixed(3); linerTopPercentageElement.textContent = ((linerContribution / totalWeight) * 100).toFixed(1); flutingMediumWeightElement.textContent = mediumContribution.toFixed(3); flutingMediumPercentageElement.textContent = ((mediumContribution / totalWeight) * 100).toFixed(1); // Handle 'Other Layers' if applicable, or set to zero/N/A otherLayersWeightElement.textContent = "0.000"; otherLayersPercentageElement.textContent = "0.0"; tableTotalWeightElement.textContent = totalWeight.toFixed(3); } else { linerTopWeightElement.textContent = "–.–"; linerTopPercentageElement.textContent = "–.–"; flutingMediumWeightElement.textContent = "–.–"; flutingMediumPercentageElement.textContent = "–.–"; otherLayersWeightElement.textContent = "–.–"; otherLayersPercentageElement.textContent = "–.–"; tableTotalWeightElement.textContent = "–.–"; } } function resetForm() { document.getElementById('paperWidth').value = '1.2'; document.getElementById('paperLength').value = '1.0'; document.getElementById('gsm').value = '150'; document.getElementById('fluteType').value = 'single'; document.getElementById('numLayers').value = '3'; document.getElementById('linerBoardWeightMultiplier').value = '1.0'; document.getElementById('mediumWeightMultiplier').value = '0.9'; // Clear errors document.getElementById('paperWidthError').style.display = 'none'; document.getElementById('paperLengthError').style.display = 'none'; document.getElementById('gsmError').style.display = 'none'; document.getElementById('numLayersError').style.display = 'none'; document.getElementById('linerBoardWeightMultiplierError').style.display = 'none'; document.getElementById('mediumWeightMultiplierError').style.display = 'none'; calculateWeight(); // Recalculate with default values } function copyResults() { var primaryResult = document.getElementById('primary-result').textContent; var area = document.getElementById('totalSheetArea').textContent; var baseWeight = document.getElementById('basePaperWeight').textContent; var adjustedWeight = document.getElementById('adjustedPaperWeight').textContent; var effectiveGsm = document.getElementById('effectiveGsm').textContent; var fluteType = document.getElementById('assumedFluteType').textContent; var numLayers = document.getElementById('assumedNumLayers').textContent; var linerFactor = document.getElementById('assumedLinerFactor').textContent; var mediumFactor = document.getElementById('assumedMediumFactor').textContent; var resultText = "— Corrugated Paper Sheet Weight Calculation Results —\n\n"; resultText += "Adjusted Paper Weight: " + primaryResult + "\n"; resultText += "Total Sheet Area: " + area + " m²\n"; resultText += "Base Paper Weight (Conceptual): " + baseWeight + " kg\n"; resultText += "Effective GSM: " + effectiveGsm + " GSM\n\n"; resultText += "Key Assumptions:\n"; resultText += "- Corrugation Type: " + fluteType + "\n"; resultText += "- Number of Layers: " + numLayers + "\n"; resultText += "- Liner Board Weight Factor: " + linerFactor + "\n"; resultText += "- Medium Weight Factor: " + mediumFactor + "\n"; // Attempt to copy text to clipboard try { navigator.clipboard.writeText(resultText).then(function() { // Success feedback var copyButton = document.getElementById('copyResultsBtn'); var originalText = copyButton.textContent; copyButton.textContent = 'Copied!'; setTimeout(function() { copyButton.textContent = originalText; }, 1500); }).catch(function(err) { console.error('Failed to copy: ', err); alert('Failed to copy results. Please copy manually.'); }); } catch (e) { console.error('Clipboard API not available: ', e); alert('Failed to copy results. Please copy manually.'); } } // Initial calculation on page load window.onload = function() { calculateWeight(); };

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