# Amapacity For Stranded Wire Size

By | May 31, 2023

## Ampacity for Stranded Wire Size

The ampacity of a wire is the maximum amount of current that it can safely carry without overheating. The ampacity of a stranded wire is determined by its cross-sectional area, which is the area of the wire that is perpendicular to the flow of current. The cross-sectional area of a stranded wire is calculated by multiplying the number of strands by the cross-sectional area of each strand. The ampacity of a stranded wire is also affected by the type of insulation on the wire. In general, wires with a thicker insulation can carry more current than wires with a thinner insulation. The following table shows the ampacity of stranded wires in different sizes and with different types of insulation. | Wire Size | AWG | Cross-Sectional Area (mm²) | Insulation Type | Ampacity (A) | |---|---|---|---|---| | 14 | 12 | 2.05 | PVC | 15 | | 12 | 10 | 3.31 | PVC | 20 | | 10 | 8 | 5.26 | PVC | 30 | | 8 | 6 | 8.32 | PVC | 40 | | 6 | 4 | 13.1 | PVC | 55 | It is important to note that the ampacity of a wire is only a guideline. The actual ampacity of a wire may be lower than the values listed in the table if the wire is subjected to high temperatures or other conditions that could cause it to overheat. If you are not sure what size wire to use for a particular application, it is always best to consult with a qualified electrician. ## How to Calculate the Ampacity of a Stranded Wire The ampacity of a stranded wire can be calculated using the following formula: ``` Ampacity = (Cross-Sectional Area x 1000) / (Temperature Rating x Resistance) ``` Where: *

### Cross-Sectional Area

is the area of the wire that is perpendicular to the flow of current, in square millimeters (mm²). *

### Temperature Rating

is the maximum temperature that the wire can withstand without overheating, in degrees Celsius (°C). *

### Resistance

is the resistance of the wire per unit length, in ohms per meter (Ω/m). The temperature rating and resistance of a wire can be found in the manufacturer's specifications. For example, the temperature rating of a PVC-insulated wire is typically 75°C. The resistance of a PVC-insulated wire with a cross-sectional area of 2.05 mm² is 0.021 Ω/m. Therefore, the ampacity of a 14 AWG PVC-insulated wire is: ``` Ampacity = (2.05 mm² x 1000) / (75°C x 0.021 Ω/m) = 15 A ``` ## Factors Affecting the Ampacity of a Stranded Wire The ampacity of a stranded wire can be affected by a number of factors, including: *

### The type of insulation on the wire.

Wires with a thicker insulation can carry more current than wires with a thinner insulation. *

### The temperature of the wire.

The higher the temperature of the wire, the lower the ampacity. *

### The number of conductors in the wire.

A wire with multiple conductors can carry more current than a wire with a single conductor. *

### The type of load on the wire.

A resistive load (such as a light bulb) will cause less heat to be generated in the wire than an inductive load (such as a motor). ## How to Choose the Right Size Stranded Wire When choosing the right size stranded wire for a particular application, it is important to consider the following factors: *

### The maximum current that the wire will carry.

The ampacity of the wire must be at least as large as the maximum current that it will carry. *

### The temperature of the wire.

The wire must be able to withstand the maximum temperature that it will be exposed to. *

### The number of conductors in the wire.

The number of conductors in the wire will affect the ampacity of the wire. *

### The type of load on the wire.

The type of load on the wire will affect the amount of heat that is generated in the wire. If you are not sure what size wire to use for a particular application, it is always best to consult with a

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