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Copper wire current carrying capacity calculation formula | Copper wire current carrying capacity table Copper wire current carrying capacity calculation

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1. Formula for calculating the current carrying capacity of a square copper wire

There are mainly two methods for calculating the current carrying capacity of a square copper wire: estimation formula and theoretical formula. Among them, the estimation formula method is more commonly used. 1. Estimation mnemonic method is a simple and practical empirical estimation method with Sun, which quickly obtains the current carrying capacity of different specifications of wires through mnemonics. Multiply 2.5 by 9 and subtract 1 from the top to follow the sequence ": refers to wires with a cross-sectional area of 2.5mm ² or less, with a current carrying capacity of approximately 9 times the number of cross-sections. For example, the current carrying capacity of a 2.5mm ² wire is approximately 2.5 × 9=22.5 (A). Starting from 4mm ², the multiple relationship between current carrying capacity and cross-sectional area gradually decreases by 1, for example, 4mm ² is 4 × 8=32 (A), and 6mm ² is 6 × 7=42 (A). The current carrying capacity of a 35mm ² conductor is 3.5 times the number of cross-sections, that is, 35 × 3.5=122.5 (A). For wires with an area of 50mm ² or more, the multiplier relationship becomes two wire numbers grouped together, and the multipliers are sequentially reduced by 0.5. For example, 50mm ² and 70mm ² are both three times the number of cross-sections; 95mm ² and 120mm ² are 2.5 times larger. If the conditions change and are converted, the high-temperature copper upgrade will be discounted by 10%. If the ambient temperature remains above 25 ℃ for a long time, the calculated current carrying capacity needs to be discounted by 10%. For copper wires, their current carrying capacity can be calculated based on

Calculation formula for current carrying capacity of copper wire
aluminum wires that are one size larger than them. For example, a 16mm ² copper wire can be considered as a 25mm ² aluminum wire to calculate the current carrying capacity. The theoretical calculation formula is based on electrical principles and calculates parameters such as voltage drop and wire resistance. The formula is \ (I=\ frac {\ Delta U \ cdot S} {\ rho \ cdot L} \). -Among them\ (I \) is the current carrying capacity\ (\ Delta U \) is the allowable voltage drop\ (S \) is the cross-sectional area of the wire\ (\ rho \) is the electrical resistivity of copper (approximately 1.75 × 10 ⁻⁸Ω· m at 20 ℃), and \ (L \) is the length of the wire. -This method requires specific parameters such as voltage drop and wire length to be known, and the calculation is relatively cumbersome. It is more commonly used in practical wiring and distribution chain design, and is less commonly used in daily estimation.

2. What is the formula for calculating the current carrying capacity per square meter of copper wire?

Given the power, calculate the current carrying value using the formula P=1.732UI × 0.8. The current carrying capacity is the maximum current that a conductor can continuously carry under specified conditions without causing its stable temperature to exceed the specified value.. Power calculation generally involves two types of loads (which can also be electrical appliances such as lamps, refrigerators, etc.): resistive loads and inductive loads. For resistive loads, the calculation formula is P=UI. For fluorescent lamp loads, the calculation formula is P=UIcos ф, where the power factor of the fluorescent lamp load is different and the power factor of the inductive load is different. When calculating

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