for copper
In this case, d is the skin depth (in m), f is the frequency of interest (in Hz), m is the permeability of the material (mo, or 1.2566E-6 H/m for most materials),s is the conductivity of the material (in Siemens or 1/r where r is the resistivity in ohm-m).

If a circular wire is used with radius a, the effective resistance of the wire can be calculated as shown below where l is the length of the wire and the other variables are defined as above.
when a >> d
The following table shows how the skin depth varies with common conductor materials (copper and aluminum) for typical pulsed power and power conditioning frequencies in the range of 1 kHz to 1 GHz.
|
Frequency (Hz) |
Skin Depth in Copper (cm) |
Skin Depth in Aluminum (cm) |
|
1000 |
2.08E-1 |
2.62E-1 |
|
10,000 |
6.56E-2 |
8.27E-2 |
|
100,000 |
2.08E-2 |
2.62E-2 |
|
1,000,000 |
6.56E-3 |
8.27E-3 |
|
10,000,000 |
2.08E-3 |
2.62E-3 |
|
100,000,000 |
6.56E-4 |
8.27E-4 |
|
1,000,000,000 |
2.08E-4 |
2.62E-4 |
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