Paper Weight Calculator for Mailing | Calculate Postage Costs
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Mailing Paper Weight Calculator
Mailing Weight & Estimation
0.00 oz
Formula: Total Mailing Weight (oz) = [ (Paper Area / Base Area) * Basis Weight (lb) * 0.002778 + Envelope Weight (g) ] * 0.035274
(This converts calculated weight in pounds to ounces and grams to ounces)
Results copied to clipboard!
Paper Weight and Size Guide
Paper Basis Weight & Approximate GSM Conversion
| Basis Weight (lb) |
Approx. GSM |
Paper Type Example |
| 16 lb Bond | 60 gsm | Standard Copy Paper |
| 20 lb Bond | 75 gsm | Most Common Copy/Printer Paper |
| 24 lb Bond | 90 gsm | Heavier Copy Paper, Laser Printer Paper |
| 28 lb Bond | 105 gsm | High-Quality Business Stationery |
| 32 lb Bond | 120 gsm | Premium Stationery, Letterheads |
| 60 lb Text | 80 gsm | Lightweight Brochure, Flyer Paper |
| 70 lb Text | 105 gsm | Mid-weight Brochure/Flyer |
| 80 lb Text | 120 gsm | Heavier Brochure, High-Quality Flyer |
| 60 lb Cover | 163 gsm | Light Cardstock, Postcards |
| 80 lb Cover | 216 gsm | Medium Cardstock, Business Cards |
| 100 lb Cover | 271 gsm | Heavy Cardstock, High-End Business Cards |
What is a Paper Weight Calculator for Mailing?
A paper weight calculator for mailing is a specialized tool designed to help users determine the total weight of their mail items, focusing on the paper content and the envelope. Understanding the weight of your mail is crucial for several reasons, primarily to accurately calculate postage costs and ensure your mail complies with postal service regulations. This calculator takes into account the type of paper used, its basis weight, the dimensions of the sheets, the number of sheets, and the weight of the envelope itself to provide an estimated total weight, usually in ounces or grams. This tool is indispensable for businesses sending out bulk mailings, marketing materials, invoices, or any correspondence where postage costs are a significant consideration. It also helps individuals avoid unexpected postage charges or the inconvenience of mail being returned due to insufficient postage. A common misconception is that all paper weighs the same; in reality, paper varies greatly in density and thickness, directly impacting its weight.
The core of a reliable paper weight calculator for mailing lies in its ability to convert various paper specifications into a practical total weight. The process involves several steps, starting with determining the weight of a single sheet of paper and then scaling it up to the total number of sheets, before finally adding the envelope's weight.
Step-by-Step Derivation:
- Calculate Paper Area: The area of a single sheet of paper is calculated by multiplying its width by its height. If a standard size is chosen (like Letter or A4), the dimensions are pre-defined. For custom sizes, the user provides these values. Units must be consistent, typically converted to square inches or square meters.
- Determine Area in Square Feet (or Square Meters): Standard basis weights (like 20 lb or 80 lb) are defined based on the weight of 500 sheets of a specific 'base size' ream. For instance, 20 lb Bond paper means 500 sheets of 17″ x 22″ paper weigh 20 pounds. To use this with arbitrary sheet sizes, we need to compare areas. We convert the sheet's area to the same unit as the paper's base size standard. A common method is to convert the sheet's area to square feet.
- Calculate Individual Sheet Weight: The weight of a single sheet is found by using the basis weight and the ratio of the sheet's area to the base ream's area. If 'BW' is the basis weight (in lbs per 500 sheets of base size), and 'Sheet Area' is the area of the paper you're using (in sq ft), and 'Base Area' is the area of the base size (in sq ft), then the weight of one sheet in pounds is:
Weight per Sheet (lb) = (Sheet Area / Base Area) * BW
A more direct method, often used in calculators, bypasses explicit base area calculation by using conversion factors. For example, knowing that 20 lb Bond paper has a basis weight such that a certain area weighs X lbs. A simplified formula directly relates area and basis weight to weight per sheet. A common conversion factor is needed to go from standard basis weights to weight per sheet of a specific dimension. For instance, to get weight in pounds per sheet:
Weight per Sheet (lb) = (Paper Area in sq in / (Base Size Area in sq in / 500)) * (Basis Weight in lb / 500)
Or more practically using gsm:
Weight per Sheet (g) = (Paper Area in m²) * Basis Weight (gsm)
- Calculate Total Paper Weight: Multiply the weight of a single sheet by the total number of sheets.
Total Paper Weight (g) = Weight per Sheet (g) * Number of Sheets
- Add Envelope Weight: Sum the total paper weight with the weight of the envelope.
Total Mailing Weight (g) = Total Paper Weight (g) + Envelope Weight (g)
- Convert to Ounces (for US Postage): Since US postal services often price by the ounce, the final weight in grams needs conversion. 1 gram is approximately 0.035274 ounces.
Total Mailing Weight (oz) = Total Mailing Weight (g) * 0.035274
Variable Explanations:
The calculation relies on several key variables:
| Variable |
Meaning |
Unit |
Typical Range |
| Basis Weight (lb/gsm) | A standard measure of paper density. 'lb' refers to the weight of 500 sheets of a specific base size (e.g., 20 lb Bond paper). 'gsm' (grams per square meter) is a metric measure of paper density. | Pounds (lb) or Grams per Square Meter (gsm) | 20 lb Bond to 100 lb Cover; 60 gsm to 271 gsm |
| Sheet Width | The width of an individual paper sheet. | Inches (in) or Millimeters (mm) | Customizable; Standard: 8.5 in, 210 mm |
| Sheet Height | The height of an individual paper sheet. | Inches (in) or Millimeters (mm) | Customizable; Standard: 11 in, 297 mm |
| Number of Sheets | The total quantity of paper sheets included in the mailing. | Count | 1 to 1000+ |
| Envelope Weight | The weight of the envelope itself. | Grams (g) | 3 to 20 g (for standard envelopes) |
Practical Examples (Real-World Use Cases)
Example 1: Standard Business Letter
A small business is sending out 50 invoices. Each invoice is printed on standard 20 lb Bond copy paper, single-sided. The document consists of 2 sheets of paper per invoice. They are using standard #10 business envelopes.
- Inputs:
- Paper Type: 20 lb Bond
- Basis Weight: 20 lb (or approx. 75 gsm)
- Sheet Dimensions: Letter (8.5″ x 11″)
- Number of Sheets: 2 sheets/invoice * 50 invoices = 100 sheets
- Envelope Weight: 5 grams (typical for a #10 envelope)
- Calculation Steps (simplified for calculator logic):
- Area of Letter sheet: 93.5 sq in
- Weight per Letter sheet (20lb Bond): approx. 4.6 g
- Total Paper Weight: 4.6 g/sheet * 100 sheets = 460 g
- Total Mailing Weight (grams): 460 g + 5 g = 465 g
- Total Mailing Weight (ounces): 465 g * 0.035274 oz/g ≈ 16.4 oz
- Calculator Output:
- Total Weight: 16.40 oz
- Paper Weight: 460 grams
- Weight per Sheet: 4.6 grams
- Total Mailing Weight: 465 grams
- Financial Interpretation: At 16.4 oz, this mailing likely exceeds the standard 1 oz or 3.5 oz limits for first-class mail, potentially requiring additional ounce pricing or a higher postage class. If each piece were just under 1 oz (e.g., 1 sheet, lighter paper), sending 50 pieces would cost significantly less than sending 100 pieces that push into higher weight tiers. Accurate calculation helps budget for the ~ $9.20 (50 * $0.184 – assuming each is exactly 1oz and average cost) vs. potentially much higher cost for 16.4oz pieces.
Example 2: Heavy Cardstock Invitation
Someone is sending out 20 wedding invitations printed on heavy 100 lb Cover cardstock. Each invitation is a single sheet and will be mailed in a standard A7 envelope.
- Inputs:
- Paper Type: 100 lb Cover
- Basis Weight: 100 lb Cover (or approx. 271 gsm)
- Sheet Dimensions: 5″ x 7″ (A7 envelope size)
- Number of Sheets: 20 sheets
- Envelope Weight: 7 grams (typical for a slightly thicker A7 envelope)
- Calculation Steps (simplified for calculator logic):
- Area of 5″x7″ sheet: 35 sq in
- Weight per 5″x7″ sheet (100lb Cover): approx. 18.5 g
- Total Paper Weight: 18.5 g/sheet * 20 sheets = 370 g
- Total Mailing Weight (grams): 370 g + 7 g = 377 g
- Total Mailing Weight (ounces): 377 g * 0.035274 oz/g ≈ 13.3 oz
- Calculator Output:
- Total Weight: 13.30 oz
- Paper Weight: 370 grams
- Weight per Sheet: 18.5 grams
- Total Mailing Weight: 377 grams
- Financial Interpretation: At 13.3 oz, this mailing is significantly heavier than standard letter mail. This will almost certainly require postage for packages or Priority Mail, costing considerably more than standard first-class mail. The high weight is due to the thick, heavy cardstock. If the goal was cost savings, choosing a lighter paper stock (like 80 lb Cover or even a heavy text weight) could reduce the weight per piece and potentially allow for standard letter rates if total weight per piece is kept under 1 oz or 3.5 oz.
How to Use This Paper Weight Calculator for Mailing
Using our paper weight calculator for mailing is straightforward and designed to give you quick, actionable results for your mailing needs.
- Select Paper Type: Choose the general category of your paper (e.g., Bond, Cover, Text) from the first dropdown. This helps pre-fill common basis weights.
- Enter Basis Weight: Input the specific basis weight of your paper. This is usually found in pounds (lb) on the paper packaging (e.g., 20 lb, 80 lb). If you know the weight in grams per square meter (gsm), you can enter that value here as well. The calculator will use this number to determine the paper's density.
- Choose Sheet Dimensions: Select the size of your paper sheets from the dropdown (e.g., Letter, A4). If your paper is a non-standard size, select 'Custom' and then enter the exact width and height in inches for your custom sheets.
- Specify Number of Sheets: Enter the total count of paper sheets that will be included in your mailing package. For example, if you're sending 50 letters each with 2 pages, you'll enter 100 sheets.
- Estimate Envelope Weight: Provide an approximate weight for the envelope itself in grams. Standard letter envelopes are typically 3-5 grams, while larger or more robust envelopes can weigh 7-10 grams or more.
- Click 'Calculate': Once all fields are populated, click the 'Calculate' button.
Reading the Results:
- Primary Result (Total Weight in oz): This large, highlighted number is your estimated total mailing weight in ounces, which is often the most direct measure for US postage calculation.
- Intermediate Values:
- Paper Weight (grams): The total weight of all the paper sheets combined.
- Weight per Sheet (grams): The calculated weight of a single sheet of your specified paper type and size.
- Total Mailing Weight (grams): The combined weight of paper and envelope before converting to ounces.
- Formula Explanation: A brief description of how the total weight was calculated, helping you understand the process.
Decision-Making Guidance:
Use the total weight in ounces to consult current postal rates (e.g., USPS, Royal Mail). If the weight exceeds standard letter rates (typically 1 oz or 3.5 oz for First-Class Mail in the US), you may need to upgrade to package services or pay additional ounce charges. This information empowers you to choose the most cost-effective postage option or to adjust your mailing content (e.g., by using lighter paper or fewer pages) if weight becomes a critical cost factor.
Key Factors That Affect Paper Weight Calculator Results
While our paper weight calculator for mailing provides an accurate estimate, several factors can influence the final weight and, consequently, your mailing costs:
- Paper Basis Weight (Density): This is the most significant factor. A heavier basis weight (e.g., 80 lb Cover) means denser, thicker paper compared to a lighter one (e.g., 20 lb Bond). Even small variations in basis weight can add up, especially for large mailings.
- Paper Size and Trim: Different paper sizes (Letter, A4, Legal, custom) have different surface areas. A larger sheet, even of the same basis weight, will weigh more. Precision in measuring custom dimensions is important.
- Number of Sheets: Each additional sheet increases the total weight. For bulk mailings, even a few extra grams per piece multiplied by thousands of mail pieces can significantly impact total postage.
- Envelope Quality and Size: Envelopes vary greatly in weight. Heavier paper stocks for invitations or brochures often require sturdier, heavier envelopes, adding to the overall weight. The size of the envelope also plays a role; larger envelopes typically weigh more.
- Additives and Coatings: Some specialty papers might contain additives or coatings that slightly alter their weight or density. While usually minor, this can contribute to slight deviations from calculated weights.
- Moisture Content: Paper is hygroscopic, meaning it absorbs moisture from the air. In humid environments, paper can gain a small amount of weight. This effect is usually negligible for standard mailings but can be a factor in highly controlled environments or extreme conditions.
- Printing Ink/Toner: While the calculator focuses on paper and envelope weight, the ink or toner applied during printing also adds a small amount of weight. For very lightweight documents or extremely precise weight calculations, this might be considered, but it's typically insignificant for postage purposes.
Frequently Asked Questions (FAQ)
Q1: What is the difference between Bond and Cover paper weights?
Bond weights (e.g., 20 lb Bond) refer to lighter-weight papers typically used for letterheads, copy paper, and invoices. Cover weights (e.g., 80 lb Cover) refer to heavier, thicker papers used for cardstock, business cards, brochures, and covers. The basis weight number often refers to a different 'base size' for each category, so 80 lb Cover is significantly heavier than 80 lb Bond.
Q2: How accurate is this calculator for international mail?
This calculator is primarily designed for estimating weight, which is a universal factor in postage. However, specific postal regulations (weight limits, pricing tiers) vary significantly by country. The ounce (oz) output is most relevant for US domestic mail. For international mail, you would use the gram output and consult the specific postal service's guidelines.
Q3: My paper is listed in gsm, but the calculator asks for pounds (lb). How do I convert?
You can enter the gsm value directly into the 'Basis Weight (lb or gsm)' field. The calculator is designed to handle both units. For reference, 75 gsm is approximately 20 lb Bond, and 105 gsm is approximately 28 lb Bond.
Q4: Can I use this calculator for postcards?
Yes, you can. Postcards are typically printed on heavier cardstock. Select the appropriate Cover weight (e.g., 60 lb Cover or 80 lb Cover) and enter the dimensions of your postcard. Remember to add the weight of any envelope if you are mailing it within one.
Q5: What if my paper dimensions are in millimeters (mm)?
The calculator expects custom dimensions in inches. You will need to convert your millimeter measurements to inches before entering them. 1 inch = 25.4 mm. For example, 210 mm / 25.4 ≈ 8.27 inches.
Q6: Does the calculator account for the weight of paper clips or other small inserts?
No, this calculator specifically focuses on the weight of the paper and the envelope. Small inserts like paper clips, staples, or business cards should be weighed separately or accounted for manually if they are significant enough to affect postage.
Q7: How does paper weight affect postage costs?
Postage is often tiered based on weight. Heavier mail items (especially those exceeding 1 oz or 3.5 oz for standard US First-Class Mail) will cost more to send. Using lighter-weight paper or reducing the number of pages can help keep mail within lower postage brackets, saving money on large mailings.
Q8: What is the most common paper weight for business mailings?
The most common paper weight for standard business letters and invoices is 20 lb Bond (approximately 75 gsm). For more premium feel, brochures, or reports, 24 lb Bond or 28 lb Bond are also frequently used. For cardstock needs like business cards or invitations, 80 lb Cover or 100 lb Cover are popular choices.
Explore More Mailing Resources:
var selectedPaperType = '20lbBond';
var paperInfo = {
'20lbBond': { name: '20 lb Bond', gsm: 75, baseAreaSqIn: 354, baseAreaSqFt: 2.458 },
'24lbBond': { name: '24 lb Bond', gsm: 90, baseAreaSqIn: 354, baseAreaSqFt: 2.458 },
'28lbBond': { name: '28 lb Bond', gsm: 105, baseAreaSqIn: 354, baseAreaSqFt: 2.458 },
'32lbBond': { name: '32 lb Bond', gsm: 120, baseAreaSqIn: 354, baseAreaSqFt: 2.458 },
'60lbCover': { name: '60 lb Cover', gsm: 163, baseAreaSqIn: 532, baseAreaSqFt: 3.7 },
'80lbCover': { name: '80 lb Cover', gsm: 216, baseAreaSqIn: 532, baseAreaSqFt: 3.7 },
'100lbCover': { name: '100 lb Cover', gsm: 271, baseAreaSqIn: 532, baseAreaSqFt: 3.7 },
'80lbText': { name: '80 lb Text', gsm: 120, baseAreaSqIn: 500, baseAreaSqFt: 3.472 }
};
var standardDimensions = {
'letter': { width: 8.5, height: 11 },
'legal': { width: 8.5, height: 14 },
'a4': { width: 8.27, height: 11.69 } // Approx inches for A4
};
var selectedDimensionType = 'letter';
var customWidth = 8.5;
var customHeight = 11;
var sheetWidth = 8.5;
var sheetHeight = 11;
var chart = null;
var chartData = {
labels: [],
paperWeights: [],
envelopeWeights: []
};
function initializeCalculator() {
updatePaperInfo();
updateChartData();
drawChart();
// Set initial values for input fields based on selected defaults
document.getElementById('paperBasisWeightGsm').value = paperInfo[selectedPaperType].gsm;
document.getElementById('numberOfSheets').value = 10;
document.getElementById('envelopeWeight').value = 5;
calculateMailingWeight(); // Calculate initial state
}
function updatePaperInfo() {
selectedPaperType = document.getElementById('paperType').value;
selectedDimensionType = document.getElementById('paperDimensions').value;
var basisWeightInput = document.getElementById('paperBasisWeightGsm');
var basisWeightHelper = document.querySelector('#paperBasisWeightGsm ~ .helper-text');
// Update GSM if the selected paper type has a known GSM
if (paperInfo[selectedPaperType]) {
var currentGsm = paperInfo[selectedPaperType].gsm;
basisWeightInput.value = currentGsm;
basisWeightHelper.textContent = "Enter the basis weight in pounds (lb) or grams per square meter (gsm). Current: " + currentGsm + " gsm for " + paperInfo[selectedPaperType].name;
} else {
basisWeightHelper.textContent = "Enter the basis weight in pounds (lb) or grams per square meter (gsm).";
}
var customDimensionsGroup = document.getElementById('customDimensionsGroup');
if (selectedDimensionType === 'custom') {
customDimensionsGroup.style.display = 'flex';
customWidth = parseFloat(document.getElementById('customWidth').value) || 8.5;
customHeight = parseFloat(document.getElementById('customHeight').value) || 11;
document.getElementById('customWidth').value = customWidth.toFixed(2);
document.getElementById('customHeight').value = customHeight.toFixed(2);
sheetWidth = customWidth;
sheetHeight = customHeight;
} else {
customDimensionsGroup.style.display = 'none';
var dims = standardDimensions[selectedDimensionType];
sheetWidth = dims.width;
sheetHeight = dims.height;
}
// Re-calculate if inputs are already present
if (document.getElementById('calculatorForm').style.display !== 'none') {
calculateMailingWeight();
}
}
function validateInput(input) {
var value = parseFloat(input.value);
var errorElementId = input.id + 'Error';
var errorElement = document.getElementById(errorElementId);
var isValid = true;
if (isNaN(value) || input.value.trim() === "") {
errorElement.textContent = "This field cannot be empty.";
errorElement.classList.add('visible');
isValid = false;
} else if (value 500) { // Max plausible GSM
errorElement.textContent = "Basis weight seems too high. Please check units (lb vs gsm).";
errorElement.classList.add('visible');
isValid = false;
} else if (input.id === 'numberOfSheets' && value > 10000) { // Arbitrary large number limit
errorElement.textContent = "Number of sheets seems excessively high.";
errorElement.classList.add('visible');
isValid = false;
} else if (input.id === 'envelopeWeight' && value > 50) { // Max plausible envelope weight
errorElement.textContent = "Envelope weight seems too high.";
errorElement.classList.add('visible');
isValid = false;
} else if ((input.id === 'customWidth' || input.id === 'customHeight') && value > 100) { // Max plausible dimension
errorElement.textContent = "Dimension seems too large.";
errorElement.classList.add('visible');
isValid = false;
} else {
errorElement.textContent = "";
errorElement.classList.remove('visible');
}
}
// If input is valid, update sheet dimensions if it's a custom input
if (isValid && input.id === 'customWidth') {
customWidth = value;
sheetWidth = customWidth;
updatePaperInfo(); // Re-run to ensure dimensions are updated
} else if (isValid && input.id === 'customHeight') {
customHeight = value;
sheetHeight = customHeight;
updatePaperInfo(); // Re-run to ensure dimensions are updated
}
return isValid;
}
function calculateMailingWeight() {
var basisWeightGsm = parseFloat(document.getElementById('paperBasisWeightGsm').value);
var numSheets = parseInt(document.getElementById('numberOfSheets').value);
var envelopeWeightGrams = parseFloat(document.getElementById('envelopeWeight').value);
var allValid = true;
allValid = validateInput(document.getElementById('paperBasisWeightGsm')) && allValid;
allValid = validateInput(document.getElementById('numberOfSheets')) && allValid;
allValid = validateInput(document.getElementById('envelopeWeight')) && allValid;
if (document.getElementById('paperDimensions').value === 'custom') {
allValid = validateInput(document.getElementById('customWidth')) && allValid;
allValid = validateInput(document.getElementById('customHeight')) && allValid;
}
if (!allValid) {
document.getElementById('resultsContainer').style.display = 'none';
return;
}
var sheetAreaSqIn = sheetWidth * sheetHeight;
var sheetAreaSqFt = sheetAreaSqIn / 144;
// Determine the correct basis weight definition for calculation.
// If input is in gsm, use it directly. If it's in lb, we need to convert.
var currentBasisWeightLb = 0;
var currentGsmValue = 0;
// Check if the user entered a value that matches a known GSM or LB weight.
// This logic attempts to infer if the user meant lbs or gsm if they entered a number.
// A more robust solution would have separate inputs for lb/gsm.
// For simplicity, we assume if the number is typical for 'lb', it's lbs.
// Common lb weights: 16, 20, 24, 28, 32, 60, 80, 100.
// Common gsm weights: 60, 75, 90, 105, 120, 163, 216, 271.
var knownLbWeights = [16, 20, 24, 28, 32, 60, 70, 80, 100]; // Common lb values
var knownGsmWeights = [60, 75, 80, 90, 105, 120, 163, 216, 271]; // Common gsm values
var inputWeight = parseFloat(document.getElementById('paperBasisWeightGsm').value);
var assumedUnit = ";
if (knownLbWeights.some(function(w) { return Math.abs(w – inputWeight) < 0.1; })) {
currentBasisWeightLb = inputWeight;
assumedUnit = 'lb';
} else if (knownGsmWeights.some(function(w) { return Math.abs(w – inputWeight) < 0.1; })) {
currentGsmValue = inputWeight;
assumedUnit = 'gsm';
} else { // If it doesn't match common values, try to infer based on magnitude.
if (inputWeight 0) {
// Fallback using GSM directly if possible
var sheetAreaSqMeters = (sheetWidth * 0.0254) * (sheetHeight * 0.0254); // Convert inches to meters
weightPerSheetGrams = sheetAreaSqMeters * basisWeightGsm;
}
// Ensure minimum weight values if calculation yields near zero due to precision
weightPerSheetGrams = Math.max(weightPerSheetGrams, 0.01); // Minimum weight per sheet
totalPaperWeightGrams = weightPerSheetGrams * numSheets;
var totalMailingWeightGrams = totalPaperWeightGrams + envelopeWeightGrams;
var totalMailingWeightOz = totalMailingWeightGrams * 0.035274;
document.getElementById('paperWeightGrams').querySelector('span').textContent = totalPaperWeightGrams.toFixed(2);
document.getElementById('sheetWeightGrams').querySelector('span').textContent = weightPerSheetGrams.toFixed(2);
document.getElementById('totalMailingWeightGrams').querySelector('span').textContent = totalMailingWeightGrams.toFixed(2);
document.getElementById('totalWeightOz').textContent = totalMailingWeightOz.toFixed(2) + ' oz';
document.getElementById('resultsContainer').style.display = 'block';
updateChartData();
drawChart();
return {
totalWeightOz: totalMailingWeightOz.toFixed(2),
paperWeightGrams: totalPaperWeightGrams.toFixed(2),
sheetWeightGrams: weightPerSheetGrams.toFixed(2),
totalMailingWeightGrams: totalMailingWeightGrams.toFixed(2)
};
}
function resetCalculator() {
document.getElementById('paperType').value = '20lbBond';
document.getElementById('paperDimensions').value = 'letter';
document.getElementById('paperBasisWeightGsm').value = '75'; // Default to 75 GSM for 20lb Bond
document.getElementById('customWidth').value = ";
document.getElementById('customHeight').value = ";
document.getElementById('numberOfSheets').value = '10';
document.getElementById('envelopeWeight').value = '5';
// Clear error messages
var errorElements = document.querySelectorAll('.error-message');
for (var i = 0; i < errorElements.length; i++) {
errorElements[i].textContent = "";
errorElements[i].classList.remove('visible');
}
updatePaperInfo();
calculateMailingWeight(); // Recalculate with reset values
}
function copyResults() {
var results = calculateMailingWeight(); // Ensure results are up-to-date
if (document.getElementById('resultsContainer').style.display === 'none') return;
var paperType = document.getElementById('paperType').options[document.getElementById('paperType').selectedIndex].text;
var paperBasisWeightGsm = document.getElementById('paperBasisWeightGsm').value;
var paperDimensions = document.getElementById('paperDimensions').value;
var customWidth = document.getElementById('customWidth').value;
var customHeight = document.getElementById('customHeight').value;
var numSheets = document.getElementById('numberOfSheets').value;
var envelopeWeight = document.getElementById('envelopeWeight').value;
var dimensionsText = paperDimensions === 'custom'
? customWidth + '" x ' + customHeight + '"'
: paperDimensions;
if (paperDimensions === 'a4') dimensionsText = 'A4 (approx. 8.27" x 11.69")';
if (paperDimensions === 'letter') dimensionsText = 'Letter (8.5" x 11")';
if (paperDimensions === 'legal') dimensionsText = 'Legal (8.5" x 14")';
var copyText = "— Mailing Weight Estimation —\n\n" +
"Inputs:\n" +
"- Paper Type: " + paperType + "\n" +
"- Basis Weight: " + paperBasisWeightGsm + " (lb or gsm)\n" +
"- Sheet Dimensions: " + dimensionsText + "\n" +
"- Number of Sheets: " + numSheets + "\n" +
"- Envelope Weight: " + envelopeWeight + " g\n\n" +
"Results:\n" +
"- Total Mailing Weight: " + results.totalWeightOz + " (approx. " + results.totalMailingWeightGrams + " g)\n" +
"- Total Paper Weight: " + results.paperWeightGrams + " g\n" +
"- Weight Per Sheet: " + results.sheetWeightGrams + " g\n";
navigator.clipboard.writeText(copyText).then(function() {
var feedback = document.getElementById('copyFeedback');
feedback.style.display = 'block';
setTimeout(function() { feedback.style.display = 'none'; }, 2000);
}).catch(function(err) {
console.error('Failed to copy: ', err);
// Fallback for older browsers or environments without clipboard API
alert('Failed to copy results. Please copy manually.');
});
}
function updateChartData() {
// Simulate data for a few different paper weights to show variation
chartData.labels = ['20lb Bond (75gsm)', '24lb Bond (90gsm)', '80lb Cover (216gsm)', '100lb Cover (271gsm)'];
chartData.paperWeights = [];
chartData.envelopeWeights = [];
var baseNumSheets = parseInt(document.getElementById('numberOfSheets').value) || 10;
var baseEnvelopeWeight = parseFloat(document.getElementById('envelopeWeight').value) || 5;
var sheetWidth = standardDimensions['letter'].width; // Use standard letter for chart comparison
var sheetHeight = standardDimensions['letter'].height;
var sheetAreaSqMeters = (sheetWidth * 0.0254) * (sheetHeight * 0.0254);
var weightsToTest = [
{ type: '20lbBond', gsm: 75, lb: 20 },
{ type: '24lbBond', gsm: 90, lb: 24 },
{ type: '80lbCover', gsm: 216, lb: 80 },
{ type: '100lbCover', gsm: 271, lb: 100 }
];
weightsToTest.forEach(function(weightInfo) {
// Calculate paper weight per sheet in grams using GSM
var weightPerSheetGrams = sheetAreaSqMeters * weightInfo.gsm;
var totalPaperWeightGrams = weightPerSheetGrams * baseNumSheets;
chartData.paperWeights.push(parseFloat(totalPaperWeightGrams.toFixed(2)));
chartData.envelopeWeights.push(baseEnvelopeWeight); // Envelope weight remains constant for comparison
});
}
function drawChart() {
var ctx = document.getElementById('paperWeightChart').getContext('2d');
if (chart) {
chart.destroy(); // Destroy previous chart instance if it exists
}
chart = new Chart(ctx, {
type: 'bar',
data: {
labels: chartData.labels,
datasets: [{
label: 'Total Paper Weight (g)',
data: chartData.paperWeights,
backgroundColor: '#004a99',
borderColor: '#003a7a',
borderWidth: 1
}, {
label: 'Envelope Weight (g)',
data: chartData.envelopeWeights,
backgroundColor: '#6c757d',
borderColor: '#5a6268',
borderWidth: 1
}]
},
options: {
responsive: true,
maintainAspectRatio: false,
plugins: {
title: {
display: true,
text: 'Paper vs Envelope Weight Comparison (Letter Size, ' + document.getElementById('numberOfSheets').value + ' Sheets)',
font: {
size: 16
}
},
legend: {
position: 'top',
}
},
scales: {
y: {
beginAtZero: true,
title: {
display: true,
text: 'Weight (grams)'
}
}
}
}
});
}
// Add Chart.js library dynamically if not present (for a self-contained HTML)
if (typeof Chart === 'undefined') {
var script = document.createElement('script');
script.src = 'https://cdn.jsdelivr.net/npm/chart.js@3.7.0/dist/chart.min.js';
document.head.appendChild(script);
script.onload = function() {
// Initialize once Chart.js is loaded
initializeCalculator();
};
} else {
initializeCalculator(); // If Chart.js is already available
}
// Initial setup when the document loads
document.addEventListener('DOMContentLoaded', function() {
// updatePaperInfo(); // Call updatePaperInfo to set initial dimensions if needed
// drawChart(); // Initial draw
// calculateMailingWeight(); // Initial calculation
});