Line Loss Formula:
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Definition: This calculator estimates the power loss in electrical wiring based on current, resistance per meter, and cable length.
Purpose: It helps electricians and engineers determine power loss in electrical systems to ensure efficient power transmission.
The calculator uses the formula:
Where:
Explanation: The power loss increases with the square of current, making high-current applications particularly sensitive to line losses.
Details: Proper line loss estimation helps in selecting appropriate wire gauges, minimizing energy waste, and ensuring voltage stability.
Tips: Enter the current in amps, resistance per meter (default 0.00016 Ω/m for 4/0 AWG copper), and cable length in meters. All values must be > 0.
Q1: Why does current have a squared relationship with power loss?
A: Because power loss is proportional to I²R, doubling the current quadruples the power loss.
Q2: What's a typical resistance value for copper wire?
A: For 4/0 AWG copper wire, it's about 0.00016 Ω/m, but this varies by wire gauge and material.
Q3: How does wire gauge affect the calculation?
A: Thinner wires (higher gauge numbers) have higher resistance per meter, increasing line losses.
Q4: Should I include both conductors in the length?
A: For DC or single-phase AC, use round-trip length (2× one-way distance). For three-phase, calculations are more complex.
Q5: How can I reduce line losses?
A: Use thicker wires (lower gauge), shorter runs, higher voltage, or more conductive materials like copper.