Calculation for Voltage Drop

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Voltage Drop Calculator

Copper Aluminum
14 AWG 12 AWG 10 AWG 8 AWG 6 AWG 4 AWG 2 AWG 1/0 AWG 2/0 AWG 3/0 AWG 4/0 AWG 250 kcmil 300 kcmil 350 kcmil 400 kcmil 500 kcmil 12 AWG 10 AWG 8 AWG 6 AWG 4 AWG 2 AWG 1/0 AWG 2/0 AWG 3/0 AWG 4/0 AWG 250 kcmil 300 kcmil 350 kcmil 400 kcmil 500 kcmil
Single Phase Three Phase

Understanding Voltage Drop

Voltage drop is the reduction in electrical potential along the length of a conductor carrying current. It's a critical factor in electrical system design, impacting efficiency, performance, and safety.

Why is Voltage Drop Important?

  • Reduced Efficiency: Lower voltage at the load means less power delivered, leading to wasted energy and higher electricity bills.
  • Poor Equipment Performance: Motors may run hotter, lights may dim, and electronic equipment may malfunction or have a shorter lifespan if operating below their specified voltage range.
  • Safety Concerns: Excessive voltage drop can lead to overheating of conductors, posing a fire hazard, especially if the conductor is undersized.
  • Compliance: Electrical codes (like the National Electrical Code in the US) often recommend maximum voltage drop percentages for various circuits.

Factors Affecting Voltage Drop:

The amount of voltage drop is influenced by several key factors:

  • Conductor Length: The longer the wire, the greater the resistance, and thus the greater the voltage drop.
  • Current (Amperes): Higher current flowing through the conductor results in a larger voltage drop.
  • Conductor Material: Different materials have different resistivity. Copper has lower resistivity than aluminum, meaning it offers less resistance for the same size and length.
  • Conductor Gauge (Wire Size): Thicker wires (smaller AWG numbers or larger kcmil numbers) have lower resistance and therefore less voltage drop.
  • Number of Phases: Three-phase systems inherently distribute current more efficiently, resulting in less voltage drop compared to single-phase systems for the same power delivery.

Recommended Voltage Drop Limits:

While not always strictly mandated by code, common industry recommendations for voltage drop are:

  • Branch Circuits: Typically 3% maximum.
  • Feeders: Typically 3% maximum.
  • Total (Feeder + Branch): Typically 5% maximum.

These limits help ensure optimal performance and longevity of electrical equipment.

How to Use This Calculator:

  1. Conductor Length: Enter the one-way length of the wire run in feet.
  2. Current: Input the expected maximum current (load) in Amperes.
  3. System Voltage: Specify the nominal voltage of your electrical system (e.g., 120V, 240V, 208V, 480V).
  4. Conductor Material: Select whether your wire is Copper or Aluminum.
  5. Conductor Gauge: Choose the AWG or kcmil size of your conductor.
  6. Number of Phases: Indicate if your system is Single Phase or Three Phase.
  7. Click "Calculate Voltage Drop" to see the results.

Example Calculation:

Let's say you have a 100-foot run of 12 AWG copper wire carrying 20 Amperes on a 120V single-phase circuit.

  • Conductor Length: 100 feet
  • Current: 20 Amperes
  • System Voltage: 120 Volts
  • Conductor Material: Copper
  • Conductor Gauge: 12 AWG
  • Number of Phases: Single Phase

Using the calculator with these values, you would find a voltage drop of approximately 0.76 Volts, which is about 0.63% of the system voltage. This is well within the recommended 3% limit.

function calculateVoltageDrop() { var conductorLength = parseFloat(document.getElementById('conductorLength').value); var current = parseFloat(document.getElementById('current').value); var systemVoltage = parseFloat(document.getElementById('systemVoltage').value); var conductorMaterial = document.getElementById('conductorMaterial').value; var conductorGauge = document.getElementById('conductorGauge').value; var phases = document.getElementById('phases').value; var resultDiv = document.getElementById('voltageDropResult'); // Clear previous results resultDiv.innerHTML = "; // Input validation if (isNaN(conductorLength) || conductorLength <= 0) { resultDiv.innerHTML = '
Please enter a valid Conductor Length (must be a positive number).
'; return; } if (isNaN(current) || current <= 0) { resultDiv.innerHTML = '
Please enter a valid Current (must be a positive number).
'; return; } if (isNaN(systemVoltage) || systemVoltage <= 0) { resultDiv.innerHTML = '
Please enter a valid System Voltage (must be a positive number).
'; return; } // Resistance per 1000 feet (Ohms/1000ft) at 75°C (approximate values for common applications) // Source: NEC Chapter 9, Table 8 (DC Resistance at 75°C) – adjusted for AC impedance where applicable, or common industry values. var resistancePer1000ft = { // Copper 'copper': { '14': 3.1, '12': 1.9, '10': 1.2, '8': 0.76, '6': 0.49, '4': 0.31, '2': 0.20, '1/0': 0.12, '2/0': 0.097, '3/0': 0.077, '4/0': 0.061, '250': 0.052, '300': 0.043, '350': 0.037, '400': 0.033, '500': 0.026 }, // Aluminum (approx. 1.6 times copper resistance for same gauge, or specific values) 'aluminum': { '12_AL': 3.1, '10_AL': 1.9, '8_AL': 1.2, '6_AL': 0.79, '4_AL': 0.50, '2_AL': 0.32, '1/0_AL': 0.20, '2/0_AL': 0.16, '3/0_AL': 0.12, '4/0_AL': 0.097, '250_AL': 0.084, '300_AL': 0.069, '350_AL': 0.060, '400_AL': 0.053, '500_AL': 0.042 } }; var R = 0; if (conductorMaterial === 'copper') { R = resistancePer1000ft.copper[conductorGauge]; } else if (conductorMaterial === 'aluminum') { R = resistancePer1000ft.aluminum[conductorGauge]; } if (R === undefined) { resultDiv.innerHTML = '
Could not find resistance value for the selected material and gauge. Please check your selection.
'; return; } var voltageDrop = 0; if (phases === 'single') { // Single Phase Voltage Drop (VD = (2 * R * I * L) / 1000) // 2 because current flows out and back, so length is doubled for resistance calculation voltageDrop = (2 * R * current * conductorLength) / 1000; } else if (phases === 'three') { // Three Phase Voltage Drop (VD = (sqrt(3) * R * I * L) / 1000) voltageDrop = (Math.sqrt(3) * R * current * conductorLength) / 1000; } var percentageVoltageDrop = (voltageDrop / systemVoltage) * 100; var resultHtml = 'Calculated Voltage Drop: ' + voltageDrop.toFixed(2) + ' Volts'; resultHtml += 'Percentage Voltage Drop: ' + percentageVoltageDrop.toFixed(2) + '%'; if (percentageVoltageDrop > 5) { resultHtml += '
Warning: This voltage drop (' + percentageVoltageDrop.toFixed(2) + '%) is higher than the generally recommended maximum of 5% for total circuits. Consider increasing wire gauge or reducing length/current.
'; } else if (percentageVoltageDrop > 3) { resultHtml += '
Note: This voltage drop (' + percentageVoltageDrop.toFixed(2) + '%) is higher than the generally recommended maximum of 3% for feeders or branch circuits.
'; } else { resultHtml += 'This voltage drop is within generally accepted limits.'; } resultDiv.innerHTML = resultHtml; } // Function to update gauge options based on material selection function updateGaugeOptions() { var materialSelect = document.getElementById('conductorMaterial'); var gaugeSelect = document.getElementById('conductorGauge'); var selectedMaterial = materialSelect.value; // Clear existing options gaugeSelect.innerHTML = "; // Define gauge options for copper and aluminum var copperGauges = [ { value: '14', text: '14 AWG' }, { value: '12', text: '12 AWG' }, { value: '10', text: '10 AWG' }, { value: '8', text: '8 AWG' }, { value: '6', text: '6 AWG' }, { value: '4', text: '4 AWG' }, { value: '2', text: '2 AWG' }, { value: '1/0', text: '1/0 AWG' }, { value: '2/0', text: '2/0 AWG' }, { value: '3/0', text: '3/0 AWG' }, { value: '4/0', text: '4/0 AWG' }, { value: '250', text: '250 kcmil' }, { value: '300', text: '300 kcmil' }, { value: '350', text: '350 kcmil' }, { value: '400', text: '400 kcmil' }, { value: '500', text: '500 kcmil' } ]; var aluminumGauges = [ { value: '12_AL', text: '12 AWG' }, { value: '10_AL', text: '10 AWG' }, { value: '8_AL', text: '8 AWG' }, { value: '6_AL', text: '6 AWG' }, { value: '4_AL', text: '4 AWG' }, { value: '2_AL', text: '2 AWG' }, { value: '1/0_AL', text: '1/0 AWG' }, { value: '2/0_AL', text: '2/0 AWG' }, { value: '3/0_AL', text: '3/0 AWG' }, { value: '4/0_AL', text: '4/0 AWG' }, { value: '250_AL', text: '250 kcmil' }, { value: '300_AL', text: '300 kcmil' }, { value: '350_AL', text: '350 kcmil' }, { value: '400_AL', text: '400 kcmil' }, { value: '500_AL', text: '500 kcmil' } ]; var optgroupCopper = document.createElement('optgroup'); optgroupCopper.label = "Copper"; copperGauges.forEach(function(gauge) { var option = document.createElement('option'); option.value = gauge.value; option.text = gauge.text; optgroupCopper.appendChild(option); }); var optgroupAluminum = document.createElement('optgroup'); optgroupAluminum.label = "Aluminum"; aluminumGauges.forEach(function(gauge) { var option = document.createElement('option'); option.value = gauge.value; option.text = gauge.text; optgroupAluminum.appendChild(option); }); if (selectedMaterial === 'copper') { gaugeSelect.appendChild(optgroupCopper); // Set a default selected value for copper if needed gaugeSelect.value = '12'; } else if (selectedMaterial === 'aluminum') { gaugeSelect.appendChild(optgroupAluminum); // Set a default selected value for aluminum if needed gaugeSelect.value = '12_AL'; } } // Attach event listener to material selection document.getElementById('conductorMaterial').onchange = updateGaugeOptions; // Initialize gauge options on page load updateGaugeOptions();

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