Magnetic units can be a confusing topic. When converting from one unit to another, we often ask ourselves: "What does this unit mean?"
Below are a series of magnetic unit conversion calculators with some explanation for each. It starts with the simplest units and builds up from there.
The SI (metric) unit for magnetic flux is the weber (Wb). Where does this come from? What kind of magnetic strength does 1 weber represent?
Imagine encircling an area with a circle of wire. If the magnetic flux in there changes by 1 weber in a second, you'll be able to measure 1 volt induced across the wire. So: 1 weber per second equals 1 volt in the circle of wire. Or: 1 Wb = 1 V s.
Note that nothing is mentioned about the size of the loop of wire. It doesn't matter if the loop of wire is one inch or one meter across. If you're measuring 1 volt across the wire, the magnetic flux is changing by 1 weber per second in there.
The SI unit for flux density, or induction, is the tesla (T). This property is also referred to as the B field. In the equations from our Surface Fields article, we use a "B" to denote this term.
Unlike Magnetic Flux above, the Flux Density defines some size for the loop of wire in that example. Flux Density is a measure how many webers are squeezed into some area. In fact, webers per square meter is the unit for flux density. By definition, 1 weber per square meter (Wb/m2) = 1 tesla (T).
The conversion between gauss and tesla is an easy one: 1 tesla = 10,000 gauss.
Here's a confusing part: Many people call this, "field strength." We often refer to field strength in gauss. Technically, we should probably use the term, "magnetic flux density," though it's much more commonly called, "field strength."
There's another, somehow different unit for field strength. It is commonly expressed in amperes/meter (A/m) or oersted (Oe). How is this different than the flux density expressed in gauss or tesla? Why are there 2 different units? Are they the same thing?
When we think about the "field strength" at the surface of a magnet (the Surface Field), we're looking for something expressed in gauss. For example, a D82 disc magnet has a surface field of about 2,952 gauss. Stick a magnetometer on the surface of this magnet and we'll measure magnetic flux (often called field strength). So what's this oersted thing all about?
When manufacturing permanent magnets, magnet material is magnetized by exposing it to an external magnetic field. In practice, this means the magnet material is placed in a fixture, sitting inside a big coil of wire. For a brief instant, a strong magnetic field is created by running a lot of electric current through the coil of wire. The magnet is exposed to a magnetic field strong enough to magnetize the magnet. Historically and commonly, this field strength is expressed in A/m or Oe.
The demagnetization curve of a magnet material describes it magnetic properties. It describes how much field strength is required to magnetize a magnet, and more importantly for magnet users, how the magnet will perform. One axis of this curve is B (flux density expressed in gauss, comes from the magnet itself) and the other axis is H (the applied or external magnetic field in the magnetizing fixture, expressed in Oe). You can find BH curves for various magnet grades on our BH curves page. The second half of our Magnet Grades article has a great step-by-step description about how these curves are measured.
In some ways, you might argue that these things are really the same. They are in many cases, but not always. There are times when saying that 1 oersted is like 1 gauss works out well. Since B = µH, it's a fair assumption if the material is air. If you dive into the physics and math of these properties, you'll find a lot more interesting, complex stuff going on. There's a lot more to learn than we'll go into here in a simple unit converter!
BHmax is a single number that describes the strength of a magnet. It is expressed in mega gauss oersteds (MGOe). It is the product of B x H on the demagnetization curve, at the location where this number works out to be the highest. In other words, it's the area shown in the box under the BH curve.
It also happens to be the "N" number in neodymium magnet grades. An N42 magnet has a maximum energy product of 42 MGOe, while an N52 magnet has a maximum energy product of 52 MGOe.
When comparing neodymium magnets, we find that the pull force relates directly to this number. If everything else is equal, a magnet with a BHmax that's 10% higher will have about a 10% higher pull force.
This number is great for comparing various neodymium magnet grades, or even between neodymium and samarium cobalt magnets. It is less useful when comparing very different magnet types, such as neodymium magnets vs. Alnico, since the Alnico demagnetization curve is so different.
Moment is an engineering term used to describe a torque value. For example, if you turn a bolt with 2 ft long wrench, applying 10 lb of force on the end of the wrench, you would be turning the bolt with 10 x 2 = 20 ft lb of torqueIf you're metrically inclined, you might describe a 44.5 Newton force on a 0.61 meter wrench, yielding a 27.1 N m torque..
By definition, the magnetic dipole moment is the turning moment (the torque that's trying to rotate the magnet) that a magnet "feels" in a given magnetic field. Imagine placing a magnet inside a space that has a strong magnetic field, like the inside of an MRI machine. The magnetic dipole moment is how much torque will try rotating the magnet to align with the MRI's field.
What's a more practical, real world example? Consider a compass needle. The needle itself is a magnet. If it's not pointing north (aligning itself with the earth's magnetic field), the needle will feel a torque trying to rotate it towards north. It's a fairly weak torque, because the earth's magnetic field is so weak (about 0.5 gauss).
Units for dipole moment make sense with this mechanical description: newton meters per Tesla (N m / T). That's newton meters (the torque, force times distance) per Tesla (the field). If you're not used to metric units, you might say the same thing as pound-feet of torque per gauss (lb ft / G). Though technically correct, we've never seen anyone use this unit.
Much more commonly, this unit is expressed in Ampere square meters, A m2. Electrical engineers and physicists find this useful. It's an easy conversion: 1 A m2 = 1 N m / T. You can calculate the dipole moments value yourself using the formula shown here. Or use our online Pull Force Calculator, which calculates the dipole moment.
Many magnetic units are named for the people who discovered or invented these ideas in our not so distant history. Learn more about them at the links below, listed in order of appearance.
This page provides easy conversions for a number of magnetic units. If you find any errors, be sure to let us know!
Please report any troubles, concerns or suggestions about this calculator to: firstname.lastname@example.org.