BW Tee Weight Calculator: Calculate Your Pipe's Weight Accurately
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BW Tee Weight Calculator
Calculate the precise weight of your steel pipe BW (Butt Weld) tees based on their dimensions and material density.
Calculation Results
—
Estimated Tee Weight (kg)
Formula: Weight (kg) = Volume (cm³) * Density (g/cm³) / 1000
Weight Comparison by Schedule for a 4-inch NPS Tee
Steel Pipe Tee Weight Factors
| Factor |
Description |
Impact on Weight |
| Tee Size (NPS) |
Nominal Pipe Size determines the overall dimensions. |
Larger NPS means larger dimensions, thus higher weight. |
| Schedule (Wall Thickness) |
Defines the wall thickness of the pipe. |
Higher schedule means thicker walls, significantly increasing weight. |
| Material Density |
Mass per unit volume of the steel. |
Denser materials will result in heavier components. |
| Tee Type |
Standard tees vs. reducing tees. |
Reducing tees might have slightly different weight profiles due to varying diameters. |
| Manufacturing Tolerances |
Allowable variations in dimensions. |
Slight variations can lead to minor differences in actual weight. |
What is a BW Tee Weight Calculator?
A BW Tee Weight Calculator is a specialized tool designed to estimate the weight of a Butt Weld (BW) steel pipe tee. Pipe fittings like tees are crucial components in piping systems, used to join pipes and change flow direction or size. Butt Weld tees are designed to be joined to pipes by welding them directly to the pipe ends. Calculating their weight is essential for several reasons, including material procurement, transportation logistics, structural load calculations, and cost estimation. This calculator simplifies that process by taking key dimensional and material properties as input to provide an accurate weight output.
Who should use it:
- Project managers and engineers involved in piping system design and installation.
- Procurement specialists sourcing pipe fittings.
- Fabricators and welders who need to account for material handling.
- Logistics and shipping personnel planning transportation.
- Estimators calculating project costs.
Common misconceptions:
- Tee weight is constant: While standard sizes and schedules have typical weights, variations in manufacturing and material can cause differences. This calculator helps account for specific inputs.
- Weight is only for shipping: Tee weight impacts structural support design, seismic calculations, and even the cost of welding consumables.
- All steel is the same weight: Different steel alloys have slightly different densities, which this calculator allows you to specify.
BW Tee Weight Calculator Formula and Mathematical Explanation
The core principle behind calculating the weight of a pipe tee is determining its volume and then multiplying it by the material's density. For a standard BW tee, we approximate its shape as a combination of cylindrical sections and a central body. However, for practical engineering purposes and ease of calculation, we often rely on established standards that provide dimensions based on Nominal Pipe Size (NPS) and Schedule. The weight is then derived from these dimensions.
The Simplified Formula:
Weight = Volume × Density
To make this practical, we need to calculate the volume of the steel material that makes up the tee. This involves determining the outer diameter (OD) and wall thickness (WT) for the given NPS and Schedule, and then calculating the volume of the metal.
Step-by-Step Derivation:
- Determine Outer Diameter (OD) and Wall Thickness (WT): These values are standardized for each NPS and Schedule combination. They are typically looked up from engineering tables or derived from formulas specific to pipe standards (e.g., ASME B36.10M).
- Calculate the Volume of the Tee Body: A tee has three openings. For simplicity, we can approximate the volume of the metal. A common approach is to consider the volume of the main run pipes and the branch pipe. The volume of a cylindrical shell (which approximates the pipe sections) is given by:
Volume_shell = π × (OD/2)² × Length – π × (OD/2 – WT)² × Length
Where OD is the outer diameter and WT is the wall thickness.
For a tee, we consider the volume of the two run ends and the branch end. The length considered for each section is often a standardized effective length or based on the center-to-end dimensions. A more precise calculation involves complex geometry, but for practical weight estimation, we often use simplified models or reference tables derived from these principles.
A common approximation for the volume of a pipe fitting like a tee is:
Volume ≈ π × WT × (OD – WT) × Effective_Length_Total
Where Effective_Length_Total is an aggregated length representing the material in the tee.
- Convert Volume to Consistent Units: Pipe dimensions are often in inches, but density is typically in g/cm³ or kg/m³. We need to ensure consistent units. If OD and WT are in inches, we convert them to centimeters (1 inch = 2.54 cm). The volume will then be in cm³.
- Calculate Weight:
Weight (grams) = Volume (cm³) × Density (g/cm³)
Weight (kg) = Weight (grams) / 1000
Variables Table:
| Variable |
Meaning |
Unit |
Typical Range |
| NPS |
Nominal Pipe Size |
Inches (e.g., 4″) |
1/2″ to 48″ (and larger) |
| Schedule |
Pipe Wall Thickness Classification |
Code (e.g., Sch 40, Sch 80) |
STD, XS, XXS, Sch 5, 10, 40, 80, 160 |
| OD |
Outer Diameter |
mm or inches |
Varies with NPS |
| WT |
Wall Thickness |
mm or inches |
Varies with Schedule and NPS |
| Density |
Mass per unit volume of the material |
g/cm³ or kg/m³ |
~7.85 g/cm³ (Carbon Steel), ~7.95 g/cm³ (Stainless Steel) |
| Volume |
The space occupied by the material of the tee |
cm³ or m³ |
Calculated |
| Weight |
The mass of the tee |
kg or lbs |
Calculated |
The calculator uses pre-defined OD and WT values based on common standards (like ASME B36.10M) for given NPS and Schedule combinations to simplify the calculation. The volume calculation is an approximation based on these dimensions.
Practical Examples (Real-World Use Cases)
Understanding the weight of BW tees is crucial in various industrial scenarios. Here are a couple of practical examples:
Example 1: Standard Carbon Steel Piping System
Scenario: A chemical processing plant is installing a new pipeline using 6-inch NPS Schedule 40 carbon steel pipes. They need to calculate the weight of 15 standard BW tees required for the system to plan for material handling and structural support.
Inputs:
- Tee Size (NPS): 6″
- Schedule: Sch 40
- Material Density: 7.85 g/cm³ (Standard Carbon Steel)
- Quantity: 15
Calculation Process (Simplified):
- The calculator looks up standard dimensions for 6″ Sch 40: OD ≈ 168.28 mm (16.828 cm), WT ≈ 10.92 mm (1.092 cm).
- It calculates the approximate volume of the steel in the tee using these dimensions.
- Volume ≈ π × WT × (OD – WT) × Effective_Length_Total (using standard effective lengths for a 6″ tee). Let's assume the calculator yields a volume of approximately 15,500 cm³.
- Weight per tee = 15,500 cm³ × 7.85 g/cm³ / 1000 = 121.675 kg.
- Total Weight = 121.675 kg/tee × 15 tees = 1825.125 kg.
Result Interpretation: Each 6-inch Sch 40 BW tee weighs approximately 121.7 kg. The total weight for 15 tees is about 1825 kg. This information is vital for the procurement team to order the correct amount of material and for the installation crew to ensure proper lifting equipment is available.
Example 2: High-Pressure Stainless Steel Application
Scenario: An oil and gas facility requires a high-pressure piping system using 2-inch NPS Schedule 160 stainless steel tees. The higher schedule indicates a need for greater wall thickness and strength. They need to determine the weight of 5 such tees.
Inputs:
- Tee Size (NPS): 2″
- Schedule: Sch 160
- Material Density: 7.95 g/cm³ (Typical Stainless Steel)
- Quantity: 5
Calculation Process (Simplified):
- The calculator looks up standard dimensions for 2″ Sch 160: OD ≈ 60.33 mm (6.033 cm), WT ≈ 5.54 mm (0.554 cm). Note: Sch 160 has a significantly thicker wall than Sch 40 or Sch 80 for the same NPS.
- It calculates the approximate volume. Let's assume the calculator yields a volume of approximately 2,500 cm³.
- Weight per tee = 2,500 cm³ × 7.95 g/cm³ / 1000 = 19.875 kg.
- Total Weight = 19.875 kg/tee × 5 tees = 99.375 kg.
Result Interpretation: Each 2-inch Sch 160 stainless steel BW tee weighs approximately 19.9 kg. The total weight for 5 tees is about 99.4 kg. Although the NPS is smaller than in Example 1, the high schedule (Sch 160) results in a substantial wall thickness and thus a significant weight per tee, especially considering the density of stainless steel.
How to Use This BW Tee Weight Calculator
Our BW Tee Weight Calculator is designed for simplicity and accuracy. Follow these steps to get your weight estimations:
- Input Tee Size (NPS): Enter the Nominal Pipe Size of the tee you are calculating. Use standard NPS values (e.g., 2, 4, 6, 8).
- Select Schedule: Choose the appropriate pipe schedule from the dropdown menu (e.g., Sch 40, Sch 80, XS). This determines the wall thickness.
- Enter Material Density: Input the density of the steel material in grams per cubic centimeter (g/cm³). For standard carbon steel, 7.85 g/cm³ is a common value. Use 7.95 g/cm³ for stainless steel or consult your material specifications.
- Specify Quantity: Enter the number of identical tees you need to calculate the total weight for.
- Calculate: Click the "Calculate Weight" button.
How to Read Results:
- Estimated Tee Weight (kg): This is the primary result, showing the total calculated weight in kilograms for the specified quantity of tees.
- Outer Diameter & Wall Thickness: These intermediate values show the standard dimensions used in the calculation for the selected NPS and Schedule.
- Volume: This shows the calculated volume of the steel material comprising a single tee.
- Formula Explanation: Provides a clear overview of the calculation method used.
Decision-Making Guidance:
Use the calculated weight for:
- Procurement: Ensure you order enough material and factor in shipping costs.
- Logistics: Plan for transportation weight limits and handling equipment.
- Structural Design: Incorporate the weight of fittings into load calculations for supports and structures.
- Cost Estimation: Accurately budget for the material cost, which is often influenced by weight.
Click "Copy Results" to easily transfer the main result, intermediate values, and key assumptions to your reports or documents.
Key Factors That Affect BW Tee Weight Results
While the calculator provides a precise estimate based on inputs, several real-world factors can influence the actual weight of a BW tee:
- Material Density Variations: Although we use typical values (like 7.85 g/cm³ for carbon steel), the exact density can vary slightly between different steel grades and manufacturing batches. Higher density materials will naturally result in heavier components.
- Manufacturing Tolerances: Pipe and fitting standards allow for slight variations in dimensions (OD, WT). These tolerances mean that actual tees might be marginally larger or smaller than the nominal dimensions, affecting their weight. Our calculator uses standard nominal dimensions.
- Specific Tee Type (Reducing Tees): This calculator primarily assumes standard tees. If you are using reducing tees (where the branch outlet is a different size than the run), the geometry and weight distribution will differ. Specialized calculators or detailed engineering data would be needed for precise weight calculations of reducing tees.
- Corrosion Allowance: In some aggressive environments, a corrosion allowance might be added to the wall thickness. If this is the case, the actual tee will be heavier than calculated.
- Surface Coatings or Linings: If the tee is coated (e.g., with epoxy, galvanization) or lined (e.g., with rubber), this will add extra weight not accounted for by this calculator, which focuses solely on the steel material.
- Temperature Effects: While minor for weight calculations at ambient temperatures, extreme operating temperatures can cause thermal expansion or contraction, slightly altering dimensions and thus weight. However, for most practical purposes, this effect is negligible for weight estimation.
- Flange vs. BW Ends: This calculator is specifically for Butt Weld (BW) tees. If your system uses flanged tees, the weight calculation would need to include the weight of the flanges, which are typically heavier than BW ends.
Frequently Asked Questions (FAQ)
What is the difference between NPS and Pipe Size?
NPS (Nominal Pipe Size) is a North American standard for designating pipe size. It's a non-dimensional value that relates to the inside diameter but isn't a direct measurement. Actual OD and ID vary by schedule.
What does 'Schedule' mean for pipes and tees?
Schedule (Sch) is a system used to specify the wall thickness of a pipe. Higher schedule numbers (like Sch 80, Sch 160) indicate thicker walls and greater pressure ratings compared to lower schedule numbers (like Sch 40).
Is the density of steel always 7.85 g/cm³?
7.85 g/cm³ is a widely used average density for carbon steel. However, different steel alloys (like stainless steel, which is around 7.95 g/cm³) and even variations within carbon steel grades can have slightly different densities. Always refer to material specifications if precision is critical.
Can this calculator be used for stainless steel tees?
Yes, you can use this calculator for stainless steel tees by entering the appropriate material density, typically around 7.95 g/cm³. Ensure you select the correct schedule and NPS.
What if I need the weight in pounds (lbs)?
To convert kilograms (kg) to pounds (lbs), multiply the result by 2.20462. For example, 100 kg is approximately 220.46 lbs.
Does this calculator account for reducing tees?
This calculator is primarily designed for standard tees where all three connections are the same size. Reducing tees have different dimensions and require specific calculations, which may differ from the standard tee formula used here.
How accurate are these weight calculations?
The calculator provides a highly accurate estimate based on standard engineering formulas and material properties. However, actual weight can vary slightly due to manufacturing tolerances, specific alloy compositions, and potential coatings.
Where can I find official pipe dimension tables?
Official tables for pipe dimensions, including OD and wall thickness for various NPS and Schedules, can be found in standards like ASME B36.10M (for welded and seamless wrought steel pipe) and ASME B36.19M (for stainless steel pipe).
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Related Tools and Internal Resources
var teeSizeInput = document.getElementById('teeSize');
var scheduleInput = document.getElementById('schedule');
var materialDensityInput = document.getElementById('materialDensity');
var quantityInput = document.getElementById('quantity');
var teeSizeError = document.getElementById('teeSizeError');
var scheduleError = document.getElementById('scheduleError');
var materialDensityError = document.getElementById('materialDensityError');
var quantityError = document.getElementById('quantityError');
var mainResultDiv = document.getElementById('mainResult');
var outerDiameterDiv = document.getElementById('outerDiameter');
var wallThicknessDiv = document.getElementById('wallThickness');
var volumeDiv = document.getElementById('volume');
var chart = null;
var chartCtx = null;
// Standard dimensions based on ASME B36.10M and B36.19M (approximate values)
// Format: { NPS: { schedule: { OD_mm: value, WT_mm: value } } }
var pipeDimensions = {
'1/2': { 'sch40': { od_mm: 21.34, wt_mm: 2.77 }, 'sch80': { od_mm: 21.34, wt_mm: 3.73 }, 'std': { od_mm: 21.34, wt_mm: 2.77 } },
'3/4': { 'sch40': { od_mm: 26.67, wt_mm: 2.87 }, 'sch80': { od_mm: 26.67, wt_mm: 3.91 }, 'std': { od_mm: 26.67, wt_mm: 2.87 } },
'1': { 'sch40': { od_mm: 33.40, wt_mm: 3.38 }, 'sch80': { od_mm: 33.40, wt_mm: 4.55 }, 'std': { od_mm: 33.40, wt_mm: 3.38 } },
'1-1/4': { 'sch40': { od_mm: 42.16, wt_mm: 3.56 }, 'sch80': { od_mm: 42.16, wt_mm: 4.85 }, 'std': { od_mm: 42.16, wt_mm: 3.56 } },
'1-1/2': { 'sch40': { od_mm: 48.26, wt_mm: 3.68 }, 'sch80': { od_mm: 48.26, wt_mm: 5.08 }, 'std': { od_mm: 48.26, wt_mm: 3.68 } },
'2': { 'sch40': { od_mm: 60.33, wt_mm: 3.91 }, 'sch80': { od_mm: 60.33, wt_mm: 5.54 }, 'sch160': { od_mm: 60.33, wt_mm: 7.11 }, 'xs': { od_mm: 60.33, wt_mm: 7.11 } },
'2-1/2': { 'sch40': { od_mm: 73.03, wt_mm: 5.16 }, 'sch80': { od_mm: 73.03, wt_mm: 7.01 }, 'xs': { od_mm: 73.03, wt_mm: 9.27 } },
'3': { 'sch40': { od_mm: 88.90, wt_mm: 5.49 }, 'sch80': { od_mm: 88.90, wt_mm: 7.62 }, 'sch160': { od_mm: 88.90, wt_mm: 10.97 }, 'xs': { od_mm: 88.90, wt_mm: 11.13 } },
'4': { 'sch40': { od_mm: 114.30, wt_mm: 6.02 }, 'sch80': { od_mm: 114.30, wt_mm: 8.56 }, 'sch160': { od_mm: 114.30, wt_mm: 12.70 }, 'xs': { od_mm: 114.30, wt_mm: 17.12 } },
'5': { 'sch40': { od_mm: 141.30, wt_mm: 6.55 }, 'sch80': { od_mm: 141.30, wt_mm: 9.53 }, 'xs': { od_mm: 141.30, wt_mm: 13.49 } },
'6': { 'sch40': { od_mm: 168.28, wt_mm: 7.11 }, 'sch80': { od_mm: 168.28, wt_mm: 10.92 }, 'sch160': { od_mm: 168.28, wt_mm: 15.09 }, 'xs': { od_mm: 168.28, wt_mm: 21.84 } },
'8': { 'sch40': { od_mm: 219.08, wt_mm: 8.08 }, 'sch80': { od_mm: 219.08, wt_mm: 14.27 }, 'sch160': { od_mm: 219.08, wt_mm: 20.22 }, 'xs': { od_mm: 219.08, wt_mm: 28.58 } },
'10': { 'sch40': { od_mm: 273.05, wt_mm: 9.53 }, 'sch80': { od_mm: 273.05, wt_mm: 15.09 }, 'sch160': { od_mm: 273.05, wt_mm: 22.23 }, 'xs': { od_mm: 273.05, wt_mm: 30.17 } },
'12': { 'sch40': { od_mm: 323.85, wt_mm: 11.13 }, 'sch80': { od_mm: 323.85, wt_mm: 17.48 }, 'sch160': { od_mm: 323.85, wt_mm: 25.40 }, 'xs': { od_mm: 323.85, wt_mm: 34.93 } }
// Add more NPS sizes as needed
};
// Approximate effective lengths for volume calculation (in mm) – these are simplified
// Based on center-to-end dimensions and adjustments for the branch
var effectiveLengths = {
'1/2': 150, '3/4': 170, '1': 190, '1-1/4': 220, '1-1/2': 240,
'2': 280, '2-1/2': 320, '3': 360, '4': 420, '5': 480, '6': 540,
'8': 660, '10': 780, '12': 900
};
function getPipeData(teeSize, schedule) {
var sizeKey = teeSize;
if (pipeDimensions[sizeKey] && pipeDimensions[sizeKey][schedule]) {
return pipeDimensions[sizeKey][schedule];
}
// Try to find a close match if exact isn't found (e.g., STD might map to Sch40)
if (schedule === 'std' || schedule === 'sch40') {
if (pipeDimensions[sizeKey] && pipeDimensions[sizeKey]['sch40']) return pipeDimensions[sizeKey]['sch40'];
}
if (schedule === 'xs') {
if (pipeDimensions[sizeKey] && pipeDimensions[sizeKey]['xs']) return pipeDimensions[sizeKey]['xs'];
if (pipeDimensions[sizeKey] && pipeDimensions[sizeKey]['sch80']) return pipeDimensions[sizeKey]['sch80']; // Fallback if XS not defined
}
return null; // Not found
}
function validateInputs() {
var isValid = true;
var teeSizeVal = teeSizeInput.value.trim();
var scheduleVal = scheduleInput.value;
var materialDensityVal = parseFloat(materialDensityInput.value);
var quantityVal = parseInt(quantityInput.value);
// Tee Size Validation
if (teeSizeVal === ") {
teeSizeError.textContent = 'Tee Size (NPS) cannot be empty.';
teeSizeError.classList.add('visible');
isValid = false;
} else if (!pipeDimensions[teeSizeVal]) {
// Check if it's a valid key in our dimensions map
var foundMatch = false;
for(var key in pipeDimensions) {
if (key.toLowerCase() === teeSizeVal.toLowerCase()) {
teeSizeInput.value = key; // Correct the input if a match is found
sizeKey = key;
foundMatch = true;
break;
}
}
if (!foundMatch) {
teeSizeError.textContent = 'Invalid Tee Size (NPS). Please use standard values like 4, 6, 1-1/2.';
teeSizeError.classList.add('visible');
isValid = false;
}
} else {
teeSizeError.textContent = ";
teeSizeError.classList.remove('visible');
}
// Schedule Validation (already handled by select, but check if it's a valid key for the size)
var data = getPipeData(teeSizeVal, scheduleVal);
if (!data) {
scheduleError.textContent = 'Schedule not available for this Tee Size (NPS).';
scheduleError.classList.add('visible');
isValid = false;
} else {
scheduleError.textContent = ";
scheduleError.classList.remove('visible');
}
// Material Density Validation
if (isNaN(materialDensityVal) || materialDensityVal <= 0) {
materialDensityError.textContent = 'Material Density must be a positive number.';
materialDensityError.classList.add('visible');
isValid = false;
} else {
materialDensityError.textContent = '';
materialDensityError.classList.remove('visible');
}
// Quantity Validation
if (isNaN(quantityVal) || quantityVal <= 0) {
quantityError.textContent = 'Quantity must be a positive integer.';
quantityError.classList.add('visible');
isValid = false;
} else {
quantityError.textContent = '';
quantityError.classList.remove('visible');
}
return isValid;
}
function calculateWeight() {
if (!validateInputs()) {
// Clear results if validation fails
mainResultDiv.textContent = '–';
outerDiameterDiv.textContent = 'Outer Diameter: –';
wallThicknessDiv.textContent = 'Wall Thickness: –';
volumeDiv.textContent = 'Volume: –';
updateChart([]); // Clear chart
return;
}
var teeSize = teeSizeInput.value.trim();
var schedule = scheduleInput.value;
var materialDensity = parseFloat(materialDensityInput.value); // g/cm³
var quantity = parseInt(quantityInput.value);
var pipeData = getPipeData(teeSize, schedule);
if (!pipeData) {
// This case should be caught by validation, but as a safeguard:
mainResultDiv.textContent = 'Error';
outerDiameterDiv.textContent = 'Outer Diameter: Error';
wallThicknessDiv.textContent = 'Wall Thickness: Error';
volumeDiv.textContent = 'Volume: Error';
updateChart([]);
return;
}
var od_mm = pipeData.od_mm;
var wt_mm = pipeData.wt_mm;
// Convert mm to cm
var od_cm = od_mm / 10;
var wt_cm = wt_mm / 10;
// Approximate effective length for volume calculation
var effectiveLength_mm = effectiveLengths[teeSize] || 300; // Default if size not found
var effectiveLength_cm = effectiveLength_mm / 10;
// Calculate volume of the steel material in cm³
// Volume of a cylindrical shell: pi * (R_outer^2 – R_inner^2) * Length
// R_outer = od_cm / 2
// R_inner = (od_cm / 2) – wt_cm
// Volume = pi * [ (od_cm/2)^2 – ((od_cm/2) – wt_cm)^2 ] * effectiveLength_cm
// Simplified: Volume = pi * wt_cm * (od_cm – wt_cm) * effectiveLength_cm
var volume_cm3 = Math.PI * wt_cm * (od_cm – wt_cm) * effectiveLength_cm;
// Calculate weight in kg
var weight_kg_per_tee = (volume_cm3 * materialDensity) / 1000;
var totalWeight_kg = weight_kg_per_tee * quantity;
// Update results display
mainResultDiv.textContent = totalWeight_kg.toFixed(2);
outerDiameterDiv.textContent = 'Outer Diameter: ' + od_mm.toFixed(2) + ' mm (' + od_cm.toFixed(2) + ' cm)';
wallThicknessDiv.textContent = 'Wall Thickness: ' + wt_mm.toFixed(2) + ' mm (' + wt_cm.toFixed(2) + ' cm)';
volumeDiv.textContent = 'Volume (per tee): ' + volume_cm3.toFixed(2) + ' cm³';
// Update chart data
updateChartData(teeSize, schedule, materialDensity);
}
function resetCalculator() {
teeSizeInput.value = "4";
scheduleInput.value = "sch40";
materialDensityInput.value = "7.85";
quantityInput.value = "1";
// Clear errors
teeSizeError.textContent = ''; teeSizeError.classList.remove('visible');
scheduleError.textContent = ''; scheduleError.classList.remove('visible');
materialDensityError.textContent = ''; materialDensityError.classList.remove('visible');
quantityError.textContent = ''; quantityError.classList.remove('visible');
calculateWeight(); // Recalculate with default values
}
function copyResults() {
var mainResult = mainResultDiv.textContent;
var teeSize = teeSizeInput.value.trim();
var schedule = scheduleInput.value;
var materialDensity = materialDensityInput.value;
var quantity = quantityInput.value;
var od = outerDiameterDiv.textContent.split(': ')[1];
var wt = wallThicknessDiv.textContent.split(': ')[1];
var volume = volumeDiv.textContent.split(': ')[1];
if (mainResult === '–') return; // Don't copy if no results yet
var copyText = "BW Tee Weight Calculation Results:\n\n";
copyText += "Inputs:\n";
copyText += "- Tee Size (NPS): " + teeSize + "\n";
copyText += "- Schedule: " + schedule + "\n";
copyText += "- Material Density: " + materialDensity + " g/cm³\n";
copyText += "- Quantity: " + quantity + "\n\n";
copyText += "Outputs:\n";
copyText += "- Total Weight: " + mainResult + " kg\n";
copyText += "- Outer Diameter: " + od + "\n";
copyText += "- Wall Thickness: " + wt + "\n";
copyText += "- Volume (per tee): " + volume + "\n\n";
copyText += "Formula Used: Weight (kg) = Volume (cm³) * Density (g/cm³) / 1000";
navigator.clipboard.writeText(copyText).then(function() {
// Optional: Show a confirmation message
var copyButton = document.querySelector('button.primary[onclick="copyResults()"]');
var originalText = copyButton.textContent;
copyButton.textContent = 'Copied!';
setTimeout(function() {
copyButton.textContent = originalText;
}, 1500);
}).catch(function(err) {
console.error('Failed to copy text: ', err);
// Fallback for older browsers or if clipboard API fails
var textArea = document.createElement("textarea");
textArea.value = copyText;
textArea.style.position = "fixed";
textArea.style.left = "-9999px";
document.body.appendChild(textArea);
textArea.focus();
textArea.select();
try {
document.execCommand('copy');
var copyButton = document.querySelector('button.primary[onclick="copyResults()"]');
var originalText = copyButton.textContent;
copyButton.textContent = 'Copied!';
setTimeout(function() {
copyButton.textContent = originalText;
}, 1500);
} catch (err) {
console.error('Fallback copy failed: ', err);
alert("Could not copy text. Please copy manually.");
}
document.body.removeChild(textArea);
});
}
function updateChartData(selectedNPS, selectedSchedule, density) {
var schedulesToCompare = ['std', 'sch40', 'sch80', 'xs', 'sch160', 'xxs'];
var chartLabels = [];
var chartData = [];
var defaultNPS = selectedNPS || '4'; // Use selected NPS or default to 4"
var defaultDensity = density || 7.85; // Use selected density or default
// Ensure the selected NPS is in our dimensions map
if (!pipeDimensions[defaultNPS]) {
console.warn("Default NPS for chart not found in dimensions. Using '4'.");
defaultNPS = '4';
}
for (var i = 0; i < schedulesToCompare.length; i++) {
var schedule = schedulesToCompare[i];
var pipeData = getPipeData(defaultNPS, schedule);
if (pipeData) {
var od_mm = pipeData.od_mm;
var wt_mm = pipeData.wt_mm;
var od_cm = od_mm / 10;
var wt_cm = wt_mm / 10;
var effectiveLength_mm = effectiveLengths[defaultNPS] || 300;
var effectiveLength_cm = effectiveLength_mm / 10;
var volume_cm3 = Math.PI * wt_cm * (od_cm – wt_cm) * effectiveLength_cm;
var weight_kg = (volume_cm3 * defaultDensity) / 1000;
chartLabels.push(schedule.toUpperCase());
chartData.push(weight_kg.toFixed(2));
}
}
renderChart(chartLabels, chartData);
}
function renderChart(labels, data) {
if (!chartCtx) {
chartCtx = document.getElementById('weightChart').getContext('2d');
}
if (chart) {
chart.destroy(); // Destroy previous chart instance if it exists
}
chart = new Chart(chartCtx, {
type: 'bar', // Use bar chart for comparison
data: {
labels: labels,
datasets: [{
label: 'Estimated Weight (kg)',
data: data,
backgroundColor: 'rgba(0, 74, 153, 0.6)', // Primary color with transparency
borderColor: 'rgba(0, 74, 153, 1)',
borderWidth: 1
}]
},
options: {
responsive: true,
maintainAspectRatio: true,
scales: {
y: {
beginAtZero: true,
title: {
display: true,
text: 'Weight (kg)'
}
},
x: {
title: {
display: true,
text: 'Schedule'
}
}
},
plugins: {
legend: {
display: true,
position: 'top',
},
title: {
display: true,
text: 'Weight Comparison by Schedule'
}
}
}
});
}
// Initial calculation and chart rendering on page load
document.addEventListener('DOMContentLoaded', function() {
calculateWeight();
updateChartData(teeSizeInput.value, scheduleInput.value, parseFloat(materialDensityInput.value));
});
// Add event listeners for real-time updates
teeSizeInput.addEventListener('input', calculateWeight);
scheduleInput.addEventListener('change', calculateWeight);
materialDensityInput.addEventListener('input', calculateWeight);
quantityInput.addEventListener('input', calculateWeight);
// Simple Chart.js integration (assuming Chart.js library is available globally)
// If Chart.js is not loaded, this part will fail. For a self-contained solution,
// you'd need to include Chart.js library or use SVG/Canvas directly.
// For this example, we assume Chart.js is available.
// If not, replace with pure SVG or Canvas drawing.
// Placeholder for Chart.js library if not included externally
// In a real-world scenario, you'd include Chart.js via CDN or local file.
// Example:
// For this self-contained HTML, we'll assume it's available or provide a fallback.
// Check if Chart object exists, otherwise provide a dummy or error message
if (typeof Chart === 'undefined') {
console.error("Chart.js library not found. Chart will not render.");
// Optionally, you could render a static SVG or a message here.
var chartCanvas = document.getElementById('weightChart');
if (chartCanvas) {
chartCanvas.style.display = 'none'; // Hide canvas if library is missing
var chartCaption = document.querySelector('.chart-caption');
if (chartCaption) {
chartCaption.textContent = 'Chart rendering requires Chart.js library.';
}
}
}