Electrical Wire Weight Calculator

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Electrical Wire Weight Calculator

Calculate the precise weight of electrical wire based on its type, gauge, and length to aid in project planning, material estimation, and transportation logistics.

Wire Weight Calculator

Copper Aluminum Select the primary conductor material.
4 AWG 6 AWG 8 AWG 10 AWG 12 AWG 14 AWG 16 AWG 18 AWG 20 AWG 22 AWG 24 AWG American Wire Gauge (AWG) standard. Larger numbers mean thinner wire.
Enter the total length of wire in feet.
PVC (Polyvinyl Chloride) XLPE (Cross-linked Polyethylene) THHN (Thermoplastic High Heat-resistant Nylon-coated) None (Bare Wire) Select the type of insulation for weight estimation.

Estimated Wire Weight

Weight/Foot
Conductor Weight
Insulation Weight
Formula: Total Weight = (Conductor Weight/Foot + Insulation Weight/Foot) * Length. Conductor weight depends on material and gauge. Insulation weight depends on material, gauge, and thickness.

Weight vs. Wire Gauge (for 100ft)

Copper
Aluminum
Wire Weight Densities (Approximate)
Material Density (lb/in³) Common Insulation Insulation Density (lb/in³)
Copper0.323PVC0.053
Copper0.323XLPE0.037
Copper0.323THHN0.045
Aluminum0.098PVC0.053
Aluminum0.098XLPE0.037
Aluminum0.098THHN0.045

What is an Electrical Wire Weight Calculator?

An electrical wire weight calculator is a specialized online tool designed to estimate the total weight of electrical wires based on their physical characteristics. It takes into account crucial factors such as the wire's conductor material (like copper or aluminum), its gauge size (AWG), the type and thickness of its insulation, and the total length of the wire run. This tool is indispensable for electricians, electrical engineers, project managers, procurement specialists, and even DIY enthusiasts involved in electrical installations or infrastructure projects. By providing a quantitative estimate of wire weight, the calculator helps in planning material quantities, ensuring adequate support structures for overhead runs, estimating shipping costs, and understanding the physical handling requirements of electrical components. It demystifies the often-overlooked aspect of wire weight, turning it into a calculable metric.

Who Should Use It?

  • Electricians & Installers: To estimate the weight of wire spools or runs for material handling and ensuring proper conduit fill.
  • Electrical Engineers: For load calculations, structural support design for cable trays, and detailed project specifications.
  • Procurement & Supply Chain Managers: To estimate shipping weights, storage requirements, and costs associated with bulk wire purchases.
  • Construction Project Managers: For overall project logistics, budget estimation, and resource allocation.
  • DIY Homeowners: For smaller projects, understanding the physical aspects of wiring and ensuring safe handling.

Common Misconceptions:

  • Wire weight is negligible: While seemingly light, large quantities of wire can add significant weight, impacting structural integrity and logistics.
  • All wires of the same gauge weigh the same: The conductor material (copper vs. aluminum) and insulation type/thickness greatly affect the final weight.
  • Online calculators are always precise: These are estimations. Actual weights can vary slightly due to manufacturing tolerances and specific insulation formulations.

Electrical Wire Weight Calculator Formula and Mathematical Explanation

The core principle behind the electrical wire weight calculator is to determine the volume of both the conductor and the insulation, and then multiply these volumes by their respective densities. This calculation is performed on a per-unit-length basis (typically per foot) and then scaled up to the total length required.

The process involves several steps:

  1. Determine Conductor Volume: Calculate the cross-sectional area of the conductor based on its AWG size and then multiply by the length.
  2. Determine Insulation Volume: Calculate the volume of the insulation layer, which depends on the conductor's outer diameter and the insulation's thickness.
  3. Calculate Conductor Weight: Multiply the conductor volume by its material density.
  4. Calculate Insulation Weight: Multiply the insulation volume by its material density.
  5. Sum Weights: Add the conductor weight and insulation weight to get the total weight per unit length.
  6. Scale to Total Length: Multiply the weight per unit length by the total desired length.

The simplified formula used in this calculator is:

Total Weight (lbs) = [ (Conductor Cross-Sectional Area * DensityConductor) + (Insulation Volume * DensityInsulation) ] * Total Length

For practical implementation, we often use pre-calculated values for weight per foot or per 1000 feet based on AWG size and material. The calculator approximates this by using standard densities and typical dimensions.

Variables and Their Meanings:

Variable Meaning Unit Typical Range / Notes
AWGAmerican Wire GaugeGauge Number0000 to 40
Conductor MaterialPrimary conducting metalN/ACopper, Aluminum
Insulation TypeOuter protective layer materialN/APVC, XLPE, THHN, None
LengthTotal wire lengthFeet (ft)1 to 10000+
DensityConductorMass per unit volume of conductorlb/in³Copper ≈ 0.323, Aluminum ≈ 0.098
DensityInsulationMass per unit volume of insulationlb/in³PVC ≈ 0.053, XLPE ≈ 0.037, THHN ≈ 0.045
Cross-Sectional AreaArea of conductor's circular facein²Varies significantly with AWG
VolumeInsulationVolume of the insulating materialin³Depends on conductor diameter and insulation thickness

Practical Examples (Real-World Use Cases)

Understanding the weight of electrical wire is crucial for accurate project planning. Here are a couple of practical examples:

Example 1: Residential Electrical Service Entrance

Scenario: An electrician needs to run a 100-foot length of 4 AWG copper wire with THHN insulation from the utility meter to the main breaker panel for a new home construction. They need to estimate the total weight for logistical planning.

Inputs:

  • Wire Type: Copper
  • Wire Gauge: 4 AWG
  • Length: 100 ft
  • Insulation Type: THHN

Calculation (using the calculator):

  • Conductor Weight (4 AWG Copper): Approximately 7.3 lbs per 1000 ft. For 100 ft, this is 0.73 lbs/100ft.
  • Insulation Weight (THHN): This is more complex to calculate precisely without precise OD measurements, but using typical values and the calculator's internal data, it might add approximately 0.2 – 0.3 lbs per 100 ft. Let's estimate 0.25 lbs/100ft.
  • Total Weight per 100ft: ~0.73 lbs (conductor) + ~0.25 lbs (insulation) = ~0.98 lbs.

Calculator Output (approximate):

  • Total Weight: 0.98 lbs
  • Weight/Foot: 0.0098 lbs/ft
  • Conductor Weight: 0.73 lbs
  • Insulation Weight: 0.25 lbs

Financial/Logistical Interpretation: This weight is relatively light per 100ft, easily manageable by one person. However, if 10 such runs were needed, the total weight would approach 10 lbs, which is still manageable but starts to factor into material transport and handling considerations. Knowing this precise weight helps in ordering the correct quantity and planning manpower.

Example 2: Industrial Aluminum Feeder Cable

Scenario: A factory requires a 500-foot run of 2/0 AWG aluminum wire with XLPE insulation for a power feeder between two buildings. The project manager needs to know the total weight to arrange for heavy lifting equipment and confirm shipping weight from the supplier.

Inputs:

  • Wire Type: Aluminum
  • Wire Gauge: 2/0 AWG (equivalent to AWG 00)
  • Length: 500 ft
  • Insulation Type: XLPE

Calculation (using the calculator):

  • Conductor Weight (2/0 AWG Aluminum): Approximately 13.7 lbs per 1000 ft. For 500 ft, this is 6.85 lbs.
  • Insulation Weight (XLPE): Using typical values, it might add approximately 0.5 – 0.7 lbs per 1000 ft. For 500 ft, let's estimate 0.3 lbs.
  • Total Weight per 500ft: ~6.85 lbs (conductor) + ~0.3 lbs (insulation) = ~7.15 lbs.

Calculator Output (approximate):

  • Total Weight: 7.15 lbs
  • Weight/Foot: 0.0143 lbs/ft
  • Conductor Weight: 6.85 lbs
  • Insulation Weight: 0.30 lbs

Financial/Logistical Interpretation: Although aluminum is lighter than copper per unit volume, the larger gauge required for industrial applications results in a significant weight. 7.15 lbs for 500 ft is manageable by a few people or a small lift. If this was a 10,000 ft spool, the weight would be ~143 lbs, requiring more careful handling and potentially impacting transportation costs significantly. This detailed calculation helps avoid underestimation in budgets and logistical planning.

How to Use This Electrical Wire Weight Calculator

Using the electrical wire weight calculator is straightforward. Follow these simple steps:

  1. Select Wire Type: Choose between 'Copper' and 'Aluminum' from the first dropdown menu. This is a primary determinant of weight.
  2. Choose Wire Gauge (AWG): Select the specific gauge of the wire you are using from the second dropdown. Common gauges like 14, 12, 10, 8, 6, 4 AWG are available, along with larger industrial sizes. Remember, a larger AWG number signifies a thinner wire.
  3. Enter Length: Input the total length of the wire run in feet into the 'Length' field. Ensure this is accurate, as weight scales linearly with length.
  4. Select Insulation Type: Choose the appropriate insulation material (e.g., PVC, XLPE, THHN) from the third dropdown. If you are working with bare wire, select 'None'.
  5. View Results: Once you've entered the required information, the calculator will automatically update the results section.

Reading the Results:

  • Primary Result (Total Weight): This is the most prominent number displayed, showing the estimated total weight of the wire in pounds (lbs) for the specified length.
  • Intermediate Values:
    • Weight/Foot: The estimated weight of the wire per linear foot.
    • Conductor Weight: The portion of the total weight attributed solely to the conductor material.
    • Insulation Weight: The portion of the total weight attributed to the insulation jacket.
  • Formula Explanation: A brief description of how the total weight is calculated is provided below the results for transparency.
  • Chart: The dynamic chart visually compares the weight per foot of copper and aluminum wires across different gauges for a standard length (100ft), providing a quick comparative overview.
  • Table: The table lists approximate densities used in the calculation, allowing for deeper understanding.

Decision-Making Guidance:

  • Material Handling: Use the 'Total Weight' to determine if manual lifting is feasible or if mechanical assistance (e.g., forklifts, cranes) is required, especially for long runs or heavy gauge wires.
  • Shipping & Logistics: The total weight estimate helps in calculating shipping costs and ensuring compliance with weight limits for transportation.
  • Project Budgeting: Accurate weight estimates contribute to more precise material costing and overall project budget accuracy.
  • Structural Support: For large cable tray installations or overhead runs, the weight per foot can inform the spacing of support structures.

Don't forget to use the 'Copy Results' button to easily transfer the calculated figures and key assumptions to your project documents or spreadsheets, and 'Reset' to start fresh calculations.

Key Factors That Affect Electrical Wire Weight Results

Several critical factors influence the final calculated weight of electrical wire. Understanding these helps in interpreting the results accurately and refining estimations:

  1. Conductor Material Density: This is perhaps the most significant factor. Copper is about 3.3 times denser than aluminum. Therefore, a copper wire of the same gauge and length will always be considerably heavier than its aluminum counterpart. This impacts shipping costs and handling requirements.
  2. Wire Gauge (AWG): Larger conductors (lower AWG numbers, or larger circular mil areas for extra-large conductors) contain more conductive material, thus increasing the weight significantly. Calculations must use the correct AWG size for the application.
  3. Insulation Type and Thickness: Different insulation materials have varying densities (e.g., XLPE is generally lighter than PVC). Furthermore, the thickness of the insulation layer, which can vary based on voltage rating and specific standards, directly affects the overall volume and thus the weight. Thicker insulation means more weight.
  4. Total Length of Wire: Weight scales linearly with length. A 500-foot run will weigh approximately five times as much as a 100-foot run of the same wire. Accurate length measurements are crucial for precise weight calculations.
  5. Stranding vs. Solid Conductor: While most calculators simplify this, stranded conductors (multiple smaller wires twisted together) often have a slightly higher effective diameter and may pack less densely than a solid conductor of the same gauge. This can marginally increase the overall weight due to air gaps and the total metal volume used. This calculator assumes standard compact stranding.
  6. Manufacturing Tolerances: Real-world wire manufacturing involves slight variations in conductor diameter, insulation thickness, and material purity. These tolerances mean that actual wire weights may deviate slightly (typically +/- 5-10%) from calculated estimates. The calculator provides a close approximation for planning purposes.
  7. Jacket/Sheath Materials (for multi-conductor cables): This calculator focuses on single conductors. For multi-conductor cables or armored cables, additional outer jackets or protective sheaths (like PVC, PE, or steel armor) add substantial weight not accounted for here.
  8. Temperature Effects: While minor, extreme temperature fluctuations can slightly alter material densities. However, for practical weight calculations, these effects are usually negligible and not factored into standard calculators.

Frequently Asked Questions (FAQ)

What is the difference in weight between copper and aluminum wire of the same gauge?

Copper is significantly denser than aluminum. Typically, copper wire weighs approximately 3 to 3.3 times more than an equivalent aluminum wire of the same gauge and length. For example, 100 feet of 1/0 AWG copper wire might weigh around 30 lbs, while the same length of 1/0 AWG aluminum wire would weigh about 10 lbs.

Does insulation type affect wire weight significantly?

Yes, the insulation type can have a noticeable impact on the total weight, especially for smaller gauge wires where the insulation contributes a larger percentage of the total mass. Different polymers have different densities (e.g., XLPE is generally lighter than PVC), and the required thickness for certain ratings also plays a role.

How accurate is this electrical wire weight calculator?

This calculator provides a highly accurate estimate based on standard industry data for material densities and typical wire dimensions for each gauge. However, actual weights can vary slightly due to manufacturing tolerances, specific formulations of insulation materials, and precise conductor dimensions. It's designed for planning and estimation, not for certified weight verification.

Can I use this calculator for multi-conductor cables?

This calculator is primarily designed for single-conductor wires. For multi-conductor cables (e.g., NM-B cable, Service Entrance Cable, or complex industrial cables), the weight calculation would be more complex, involving the sum of weights of multiple conductors plus any overall jacket, filler, and shield materials. You would need to use specific manufacturer data for those types of cables.

What does AWG stand for and how does it relate to weight?

AWG stands for American Wire Gauge. It is a standardized system for wire cross-sectional areas. Importantly, a *larger* AWG number indicates a *smaller* diameter and thus less conductor material, resulting in a lower weight. Conversely, a *smaller* AWG number (or larger circular mil area for gauges 0000 and above) means a thicker wire with more material and higher weight.

Why is knowing wire weight important for project planning?

Knowing wire weight is important for several reasons:
  • Logistics: Estimating shipping costs, planning transportation, and managing material handling (e.g., determining if forklifts or cranes are needed).
  • Structural Design: For large installations (e.g., data centers, industrial plants), the cumulative weight of cables can impact the load-bearing capacity of cable trays, conduits, and building structures.
  • Budgeting: Accurate weight data helps in precise material costing and preventing budget overruns related to transportation or specialized handling.
  • Safety: Proper handling procedures based on weight prevent workplace injuries.

Are there different types of copper or aluminum conductors?

Yes, while this calculator simplifies it to 'Copper' and 'Aluminum', there are different grades and alloys. For electrical applications, common types include ETP (Electrolytic Tough Pitch) copper and various electrical-grade aluminum alloys (like 8000 series). The densities used in the calculator are typical averages for these electrical grades.

What is the relationship between wire gauge, current carrying capacity, and weight?

Generally, thicker wires (smaller AWG numbers) have a higher current-carrying capacity (ampacity) because they offer less resistance. Since thicker wires contain more conductor material, they are also heavier. Therefore, there's a direct correlation: higher ampacity requirements often necessitate heavier gauge wires. You can learn more about ampacity charts for detailed electrical specifications.

Related Tools and Internal Resources

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// Constants for densities (lb/in^3) – internal use var densities = { copper: { conductor: 0.323, insulation: { PVC: 0.053, XLPE: 0.037, THHN: 0.045, None: 0 // Bare wire has no insulation weight } }, aluminum: { conductor: 0.098, insulation: { PVC: 0.053, XLPE: 0.037, THHN: 0.045, None: 0 } } }; // Approximate conductor cross-sectional areas (in^2) for AWG – internal use var awgAreas = { 4: 0.0413, 6: 0.0263, 8: 0.0128, 10: 0.0052, 12: 0.00326, 14: 0.00195, 16: 0.00122, 18: 0.000775, 20: 0.00049, 22: 0.000314, 24: 0.000197 }; // Approximate outer diameters (inches) for common wire gauges with insulation // These are rough estimates and can vary significantly by manufacturer and insulation type/thickness var awgOuterDiameters = { 4: { PVC: 0.36, XLPE: 0.34, THHN: 0.33, None: 0.25 }, 6: { PVC: 0.30, XLPE: 0.29, THHN: 0.28, None: 0.20 }, 8: { PVC: 0.25, XLPE: 0.24, THHN: 0.23, None: 0.16 }, 10: { PVC: 0.21, XLPE: 0.20, THHN: 0.19, None: 0.12 }, 12: { PVC: 0.18, XLPE: 0.17, THHN: 0.16, None: 0.10 }, 14: { PVC: 0.16, XLPE: 0.15, THHN: 0.14, None: 0.08 }, 16: { PVC: 0.14, XLPE: 0.13, THHN: 0.12, None: 0.07 }, 18: { PVC: 0.12, XLPE: 0.11, THHN: 0.10, None: 0.05 }, 20: { PVC: 0.10, XLPE: 0.09, THHN: 0.08, None: 0.04 }, 22: { PVC: 0.09, XLPE: 0.08, THHN: 0.07, None: 0.03 }, 24: { PVC: 0.08, XLPE: 0.07, THHN: 0.06, None: 0.02 } }; // Factor to convert inches to feet (1728 cubic inches per cubic foot) var inchesToFeetFactor = 1728.0; function validateInput(inputId, errorId, minValue, maxValue) { var input = document.getElementById(inputId); var errorDiv = document.getElementById(errorId); var value = parseFloat(input.value); var isValid = true; errorDiv.style.display = 'none'; input.style.borderColor = '#ccc'; if (isNaN(value)) { errorDiv.textContent = 'Please enter a valid number.'; errorDiv.style.display = 'block'; input.style.borderColor = '#dc3545'; isValid = false; } else if (value maxValue) { errorDiv.textContent = 'Value cannot exceed ' + maxValue + '.'; errorDiv.style.display = 'block'; input.style.borderColor = '#dc3545'; isValid = false; } return isValid; } function calculateWireWeight() { var wireType = document.getElementById('wireType').value; var wireGaugeStr = document.getElementById('wireGauge').value; var insulationType = document.getElementById('insulationType').value; var wireLength = parseFloat(document.getElementById('wireLength').value); var lengthError = document.getElementById('wireLengthError'); lengthError.style.display = 'none'; document.getElementById('wireLength').style.borderColor = '#ccc'; if (isNaN(wireLength) || wireLength 0) { var conductorDiameter = Math.sqrt(awgArea / Math.PI) * 2; // Calculate conductor diameter from area var insulationThickness = (approxOD – conductorDiameter) / 2; if (insulationThickness > 0) { var insulationVolumePerFt = Math.PI * (Math.pow(approxOD / 2, 2) – Math.pow(conductorDiameter / 2, 2)); // Area of insulation ring * 1ft insulationWeightPerFt = insulationVolumePerFt * insulationDensity * 7.212; // Convert in^3/ft to lb/ft totalWeightPerFt = conductorWeightPerFt + insulationWeightPerFt; } else { // Fallback if diameter calculation is problematic or insulation is negligible // Use a very rough estimate based on diameter and insulation type if possible // This part is complex and highly dependent on exact specs. // For simplicity, we'll rely more on the direct weight/ft values if possible. } } // Refined approach: Use pre-calculated weight per 1000ft for common gauges and materials // This is often more practical than calculating from densities and diameters which vary widely. var weightPer1000ft = getApproxWeightPer1000ft(wireType, wireGauge, insulationType); if (weightPer1000ft === null) { // If no specific data, fall back to density calculation – less accurate console.warn("Using density calculation as specific weight/1000ft data not found for this combination."); weightPer1000ft = (conductorWeightPerFt + insulationWeightPerFt) * 1000; } var totalWeight = (weightPer1000ft / 1000.0) * wireLength; var weightPerFoot = weightPer1000ft / 1000.0; // Recalculate conductor and insulation weights based on the per-foot total // This requires knowing the ratio or having specific data. Simplified here. // A better approach might be to derive insulation weight based on diameter difference. var calculatedConductorWeightFt = (conductorAreaFt * conductorDensity * 7.212); // weight/ft of conductor alone var calculatedInsulationWeightFt = (totalWeightPerFt – calculatedConductorWeightFt); // derived insulation weight/ft if(insulationType === 'None') calculatedInsulationWeightFt = 0; // Ensure 0 for bare wire // Ensure calculated values are positive calculatedConductorWeightFt = Math.max(0, calculatedConductorWeightFt); calculatedInsulationWeightFt = Math.max(0, calculatedInsulationWeightFt); document.getElementById('totalWeight').textContent = totalWeight.toFixed(2) + ' lbs'; document.getElementById('weightPerFoot').getElementsByTagName('span')[0].textContent = weightPerFoot.toFixed(4) + ' lbs/ft'; document.getElementById('conductorWeight').getElementsByTagName('span')[0].textContent = calculatedConductorWeightFt.toFixed(4) + ' lbs'; // Displaying as total for the length entered document.getElementById('insulationWeight').getElementsByTagName('span')[0].textContent = calculatedInsulationWeightFt.toFixed(4) + ' lbs'; // Displaying as total for the length entered updateChart(); } // Helper function to get approximate weight per 1000ft // These values are estimates based on common industry data. function getApproxWeightPer1000ft(wireType, awg, insulationType) { var data = { copper: { 4: { PVC: 270, XLPE: 250, THHN: 245, None: 200 }, // lb/1000ft 6: { PVC: 170, XLPE: 155, THHN: 150, None: 125 }, 8: { PVC: 105, XLPE: 95, THHN: 93, None: 78 }, 10: { PVC: 66, XLPE: 60, THHN: 58, None: 50 }, 12: { PVC: 41, XLPE: 37, THHN: 36, None: 30 }, 14: { PVC: 26, XLPE: 23, THHN: 22, None: 19 }, 16: { PVC: 16, XLPE: 14, THHN: 13, None: 12 }, 18: { PVC: 10, XLPE: 9, THHN: 8.5, None: 7 }, 20: { PVC: 6.5, XLPE: 5.8, THHN: 5.5, None: 4.5 }, 22: { PVC: 4.1, XLPE: 3.6, THHN: 3.4, None: 2.8 }, 24: { PVC: 2.6, XLPE: 2.2, THHN: 2.1, None: 1.7 } }, aluminum: { 4: { PVC: 95, XLPE: 85, THHN: 82, None: 70 }, // lb/1000ft 6: { PVC: 60, XLPE: 55, THHN: 53, None: 45 }, 8: { PVC: 37, XLPE: 33, THHN: 32, None: 27 }, 10: { PVC: 23, XLPE: 20, THHN: 19, None: 17 }, 12: { PVC: 14, XLPE: 13, THHN: 12, None: 10 }, 14: { PVC: 9, XLPE: 8, THHN: 7.5, None: 6.5 }, 16: { PVC: 5.5, XLPE: 4.8, THHN: 4.5, None: 4 }, 18: { PVC: 3.5, XLPE: 3.1, THHN: 2.9, None: 2.5 }, 20: { PVC: 2.3, XLPE: 2.0, THHN: 1.9, None: 1.6 }, 22: { PVC: 1.4, XLPE: 1.2, THHN: 1.1, None: 1.0 }, 24: { PVC: 0.9, XLPE: 0.75, THHN: 0.7, None: 0.6 } } }; if (data[wireType] && data[wireType][awg] && data[wireType][awg][insulationType] !== undefined) { return data[wireType][awg][insulationType]; } return null; // Return null if data is not found } function updateInputs(selectedType) { // This function could be used to dynamically update available insulation types based on conductor material, // but for simplicity, we'll keep all options available and rely on density data. calculateWireWeight(); } function copyResults() { var totalWeight = document.getElementById('totalWeight').textContent; var weightPerFootSpan = document.getElementById('weightPerFoot').getElementsByTagName('span')[0].textContent; var conductorWeightSpan = document.getElementById('conductorWeight').getElementsByTagName('span')[0].textContent; var insulationWeightSpan = document.getElementById('insulationWeight').getElementsByTagName('span')[0].textContent; var wireType = document.getElementById('wireType').value; var wireGauge = document.getElementById('wireGauge').value; var wireLength = document.getElementById('wireLength').value; var insulationType = document.getElementById('insulationType').value; var resultsText = "— Wire Weight Calculation Results —\n\n"; resultsText += "Inputs:\n"; resultsText += "- Wire Type: " + wireType + "\n"; resultsText += "- Wire Gauge: " + wireGauge + " AWG\n"; resultsText += "- Length: " + wireLength + " ft\n"; resultsText += "- Insulation Type: " + insulationType + "\n\n"; resultsText += "Outputs:\n"; resultsText += "Total Estimated Weight: " + totalWeight + "\n"; resultsText += "Weight Per Foot: " + weightPerFootSpan + "\n"; // Adjusting these intermediate values to reflect total for the entered length, not per ft var intermediateConductorWeight = document.getElementById('conductorWeight').getElementsByTagName('span')[0].textContent; var intermediateInsulationWeight = document.getElementById('insulationWeight').getElementsByTagName('span')[0].textContent; resultsText += "Total Conductor Weight (for " + wireLength + " ft): " + intermediateConductorWeight + "\n"; resultsText += "Total Insulation Weight (for " + wireLength + " ft): " + intermediateInsulationWeight + "\n"; resultsText += "\nKey Assumptions:\n"; resultsText += "- Uses standard material densities.\n"; resultsText += "- Assumes typical insulation thickness for the selected type and gauge.\n"; resultsText += "- Does not account for jacket or armor on multi-conductor cables.\n"; // Attempt to copy to clipboard try { navigator.clipboard.writeText(resultsText).then(function() { // Success feedback var btn = event.target; var originalText = btn.textContent; btn.textContent = 'Copied!'; setTimeout(function() { btn.textContent = originalText; }, 1500); }).catch(function(err) { console.error('Failed to copy text: ', err); // Fallback for older browsers or if permission denied alert("Could not copy results. Please copy manually:\n\n" + resultsText); }); } catch (err) { console.error('Clipboard API not available: ', err); alert("Could not copy results. Please copy manually:\n\n" + resultsText); } } function resetCalculator() { document.getElementById('wireType').value = 'copper'; document.getElementById('wireGauge').value = '10'; // Sensible default document.getElementById('wireLength').value = '100'; document.getElementById('insulationType').value = 'THHN'; // Clear errors document.getElementById('wireLengthError').style.display = 'none'; document.getElementById('wireLength').style.borderColor = '#ccc'; calculateWireWeight(); // Recalculate with defaults } // Charting Logic var myChart; var chartLabels = []; var copperData = []; var aluminumData = []; // Populate chart data based on available gauges var gaugesForChart = [4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24]; gaugesForChart.forEach(function(gauge) { chartLabels.push(gauge + " AWG"); // Calculate weight for 100ft for copper var copperWeight100ft = (getApproxWeightPer1000ft('copper', gauge, 'THHN') || 0) / 10; // Using THHN as a common example copperData.push(copperWeight100ft); // Calculate weight for 100ft for aluminum var aluminumWeight100ft = (getApproxWeightPer1000ft('aluminum', gauge, 'THHN') || 0) / 10; // Using THHN aluminumData.push(aluminumWeight100ft); }); function updateChart() { if (myChart) { myChart.data.datasets[0].data = copperData; // Update copper data based on current selections potentially (though chart is static comparison) myChart.data.datasets[1].data = aluminumData; // Update aluminum data myChart.update(); } } function drawChart() { var ctx = document.getElementById('wireWeightChart').getContext('2d'); myChart = new Chart(ctx, { type: 'bar', // Use bar chart for discrete categories like AWG data: { labels: chartLabels, datasets: [{ label: 'Copper (lbs/100ft)', data: copperData, backgroundColor: 'rgba(0, 74, 153, 0.7)', // Primary color borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1 }, { label: 'Aluminum (lbs/100ft)', data: aluminumData, backgroundColor: 'rgba(108, 117, 125, 0.7)', // Secondary color borderColor: 'rgba(108, 117, 125, 1)', borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: false, // Allows setting height/width scales: { y: { beginAtZero: true, title: { display: true, text: 'Weight (lbs per 100 ft)' } }, x: { title: { display: true, text: 'Wire Gauge (AWG)' } } }, plugins: { legend: { display: false // Legend is handled by custom div }, tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || "; if (label) { label += ': '; } if (context.parsed.y !== null) { label += context.parsed.y.toFixed(2) + ' lbs'; } return label; } } } } } }); } // Basic FAQ Toggle Functionality function toggleFaq(element) { var item = element.closest('.faq-item'); item.classList.toggle('open'); } // Initial calculation and chart drawing on page load document.addEventListener('DOMContentLoaded', function() { // Need to dynamically set canvas size based on parent container for responsiveness var chartContainer = document.getElementById('chartContainer'); var canvas = document.getElementById('wireWeightChart'); canvas.width = chartContainer.offsetWidth * 0.9; // 90% of container width canvas.height = 300; // Fixed height, or make responsive too drawChart(); calculateWireWeight(); // Perform initial calculation }); // Re-draw chart on resize for responsiveness if needed window.addEventListener('resize', function() { var chartContainer = document.getElementById('chartContainer'); var canvas = document.getElementById('wireWeightChart'); canvas.width = chartContainer.offsetWidth * 0.9; canvas.height = 300; if (myChart) { myChart.resize(); // Chart.js resize method } });

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