Definition of Common Magnetic Terms
Anisotropic Magnet – A magnet having a preferred direction of magnetic orientation.
Coercive force – The demagnetising force, measured in Oersteds necessary to reduce the induction, B to zero after a magnet has been previously saturated.
Curie temperature – The transition temperature above which a material loses its magnetic properties.
Flux – The condition existing in a material subjected to magnetising force. The unit of flux is the Maxwell.
Gauss – Lines of magnetic flux per square centimeter. This is a measure of flux density.
Induction – The magnetic flux per unit area of a section normal to the direction of flux. This is measured in Gauss.
Intrinsic Coercive Force – This is a measure of a materials ability to resist demagnetisation. This is measured in Oersteds.
Irreversible Loss – This is defined as the partial demagnetising of a magnet caused by external factors such as being subject to temperatures above the Curie temperature
Isotropic Magnet – A magnet material whose magnetic properties are the same in any direction.
Magnetic Field Strength – A measurement of the magnetic ability to induce a magnetic field at a given point. This is measured in Oersteds.
Magnetic Flux – The total magnetic induction over a certain area.
Magnetizing Force – The magnetomotive force per unit length at any point in the magnetic circuit. this is measured in Oersteds.
Magnetomotive Force – The magnetic potential difference between any two points.
Maxwell – A unit of magnetic flux. One Maxwell is one line of magnetic flux.
Oersted – A unit of magnetic field strength or magnetizing force.
Orientation Direction – The direction in which an anisotropic magnet should be magnetised in order to optimize the magnetic properties.
Magnetic Saturation – This is a condition where all magnetic moments have become oriented in one direction.
Stabilization – Exposing a magnet to demagnetising influences which are expected in the application in order to prevent irreversible loss during the operation of the magnet.