The magnetization direction is set before the magnet is even sintered — and it cannot be changed afterward. Here is how axial, diametric, true radial, and multipole configurations work, how to put them on a drawing, and how to verify you got what you specified.
Sintered NdFeB and SmCo are anisotropic materials. During pressing, the alloy powder is compacted inside a strong magnetic field that physically rotates each particle so its crystalline "easy axis" points the same way. Sintering locks that alignment into the solid part permanently.
The consequences drive everything in this guide:
Magnets can be shipped unmagnetized (oriented but uncharged) and pulse-magnetized after assembly. This eases handling and air shipping, and is common practice for rotor assemblies. The orientation is still fixed — only the charging step moves.
Axial is the default and by far the most common direction: flux passes through the thickness of the part, giving one full N face and one full S face. Discs, rings, and blocks magnetized "through thickness" are all axial.
Diametric magnetization runs across the diameter of a disc, cylinder, or ring: one half of the OD is N, the opposite half is S. Rotating the magnet rotates the external field with it — the basis of nearly all rotary position sensing.
In a true radially oriented ring, the easy axis points along the radius at every position around the circumference: flux exits uniformly through the entire OD and returns through the entire ID (or vice versa). The result is a rotationally uniform field with no preferred angular position.
Because true radial pressing requires specialized dies that generate a radial orienting field — capability many magnet factories lack — the industry workaround is to grind arc segments and glue them into a ring. The two are not equivalent:
| Attribute | True radial ring | Segmented assembly |
|---|---|---|
| Field uniformity around circumference | Continuous — no angular ripple from construction | Flux dips at every glue joint |
| Mechanical integrity | One solid part | Adhesive joints; sleeve often required at speed |
| Part count / assembly | 1 piece | 4–16+ segments plus fixture and adhesive |
| Best use | Encoders, torque sensors, couplings, PM rotors needing smooth field | Large diameters beyond radial pressing range; cost-driven designs tolerant of ripple |
If your application needs a continuous radial field, the drawing note should read "true radially oriented ring — one-piece construction; segmented assemblies not acceptable." Otherwise a supplier may legitimately quote a glued assembly as a "radial ring." True radial rings are a Radial Magnets specialty — see the True Radial category.
A multipole magnet carries alternating N and S poles on a single part — around the OD, around a face, or along the ID. The magnetizing fixture defines the pattern; on isotropic (bonded) material almost any pattern is possible, while sintered anisotropic material supports patterns compatible with its orientation.
Every multipole pattern requires a matching magnetizing fixture. Standard pole counts on standard sizes often exist off-the-shelf; unusual counts, skewed poles, or fine pole pitch mean a custom fixture — an NRE line worth confirming at RFQ. See How to Prepare an RFQ.
A magnetization callout is complete when a stranger could magnetize and inspect the part from the drawing alone. Include:
"Magnetized through the length" on a rectangular block with three unequal dimensions has produced wrong parts many times. Always tie the direction to a dimensioned axis on the drawing view — never to words alone.
Each configuration has a natural verification method — put the matching one on your drawing:
| Configuration | Verification method | What it confirms |
|---|---|---|
| Axial | Helmholtz coil + fluxmeter (total moment); polarity check | Full saturation; correct polarity |
| Diametric | Helmholtz moment + angular fixture, or rotating Hall scan | Saturation; pole axis angle to reference |
| True radial | Circumferential Hall probe scan at fixed radius | Field level and uniformity around 360°; confirms one-piece radial (no joint dips) |
| Multipole | Automated pole scan (Hall probe on rotary stage) | Pole count, peak fields, transition angles, pole-to-pole balance |
A single-point gaussmeter reading is a polarity and gross-error check, not a saturation or uniformity test — surface field readings are extremely sensitive to probe position. For the full treatment of measurement methods and writing acceptance limits, see How Magnets Are Tested & Measured.
| Application | Typical configuration | Notes |
|---|---|---|
| Holding / clamping / closures | Axial | Max face field; simplest and cheapest |
| Proximity / limit sensing | Axial | Face-on actuation of Hall or reed switch |
| Rotary position (end-of-shaft) | Diametric | 2-pole field for sin/cos angle sensors |
| Rotary position (through-shaft / off-axis) | True radial ring or OD multipole | Uniform ring field or pole pattern read at the OD |
| Incremental encoders / speed sensing | OD multipole ring | Pole pitch sets resolution; specify transition accuracy |
| Torque sensing | True radial ring | Joint-free field critical to signal quality |
| Magnetic couplings (coaxial) | True radial or OD multipole rings | Smooth torque transmission; one-piece preferred at speed |
| PM motor rotors (surface) | Arc segments or radial ring | Ring simplifies assembly at small diameters |
| Stepper / small BLDC rotors | Diametric cylinder or multipole ring | Per motor topology |
| Linear position | Axial (single) or linear multipole array | Array pitch sets stroke and resolution |