Permeability (electromagnetism) - Values For Some Common Materials

Values For Some Common Materials

The following table should be used with caution as the permeability of ferromagnetic materials varies greatly with field strength. For example 4% Si steel has an initial relative permeability (at or near 0T) of 2,000 and a maximum of 35,000 and, indeed, the relative permeability of any material at a sufficiently high field strength tends to 1.

Magnetic susceptibility and permeability data for selected materials
Medium Susceptibility χm
(volumetric SI)
Permeability μ Relative Permeability μ/μ0 Magnetic field Frequency max.
Metglas 1.25 1,000,000 at 0.5 T 100 kHz
Nanoperm 10×10−2 80,000 at 0.5 T 10 kHz
Mu-metal 2.5×10−2 20,000 at 0.002 T
Mu-metal 50,000
Permalloy 1.0×10−2 8,000 at 0.002 T
Electrical steel 5.0×10−3 4,000 at 0.002 T
Ferrite (nickel zinc) 2.0×10−5 – 8.0×10−4 16–640 100 kHz ~ 1 MHz
Ferrite (manganese zinc) >8.0×10−4 640 (or more) 100 kHz ~ 1 MHz
Steel 8.75×10−4 100 at 0.002 T
Nickel 1.25×10−4 100 – 600 at 0.002 T
Neodymium magnet 1.05
Platinum 1.2569701×10−6 1.000265
Aluminum 2.22×10−5 1.2566650×10−6 1.000022
Wood 1.00000043
Air 1.00000037
Concrete 1
Vacuum 0 1.2566371×10−6 (μ0) 1
Hydrogen −2.2×10−9 1.2566371×10−6 1.0000000
Teflon 1.2567×10−6 1.0000
Sapphire −2.1×10−7 1.2566368×10−6 0.99999976
Copper −6.4×10−6
or −9.2×10−6
1.2566290×10−6 0.999994
Water −8.0×10−6 1.2566270×10−6 0.999992
Bismuth −1.66×10−4 0.999834
Superconductors −1 0 0

A good magnetic core material must have high permeability.

For passive magnetic levitation a relative permeability below 1 is needed (corresponding to a negative susceptibility).

Permeability varies with magnetic field. Values shown above are approximate and valid only at the magnetic fields shown. Moreover, they are given for a zero frequency; in practice, the permeability is generally a function of the frequency. When frequency is considered the permeability can be complex, corresponding to the in phase and out of phase response.

Note that the magnetic constant has an exact value in SI units (that is, there is no uncertainty in its value), because the definition of the ampere fixes its value to 4π × 10−7 H/m exactly.

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