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Glossary of terms related to N40 permanent magnets

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Specifying an N40 Permanent Magnet requires engineers and procurement teams to look past basic marketing datasheets and understand the stringent mechanical, thermal, and magnetic realities of rare-earth materials. Misinterpreting magnetic terminology—such as confusing surface Gauss with overall pull force, or ignoring shear limits—routinely leads to over-engineered, budget-wasting designs or catastrophic assembly failures in the field. This glossary bridges the gap between theoretical electromagnetic physics and practical engineering. It defines critical terminology directly through the lens of evaluating, sourcing, and deploying neodymium materials, ensuring your next procurement cycle is based on quantifiable facts rather than assumptions. By mastering these exact definitions, you can confidently navigate geometric complexities, mitigate severe thermal degradation, and apply the correct mechanical tolerances to build highly reliable magnetic systems.

  • Optimal TCO: An N40 permanent magnet (40 MGOe) provides the most viable balance of raw holding power and cost efficiency for industrial applications, outperforming N35 while avoiding the premium costs of N52.
  • Thermal Vulnerabilities: NdFeB magnets undergo a quantifiable 0.11% flux loss per °C. Standard N40 degrades rapidly above 80°C, necessitating specific industrial grade suffixes (e.g., N40H, N40SH) for elevated temperatures.
  • Mechanical Realities: Shear force capacity is strictly ~20% of rated vertical pull force. Furthermore, despite their magnetic strength, neodymium materials are highly brittle and must never be utilized as load-bearing structural components.
  • Geometrical Dominance: Higher grades do not automatically equal higher surface magnetic fields; geometry, air gaps, and the permeance coefficient dictate real-world magnetic performance far more than the raw material grade.

Defining the N40 Permanent Magnet: Core Performance Metrics

Maximum Energy Product (BHmax)

The Maximum Energy Product measures the total magnetic energy stored within the magnet. We express this value in Mega-Gauss Oersteds (MGOe). The number "40" in the nomenclature directly signifies a BHmax of 40 MGOe. This measurement is the fundamental indicator of a magnet's overall strength. During material selection, BHmax determines exactly how much physical volume you need to achieve a specific mechanical hold.

Evaluating BHmax requires balancing raw strength with commercial viability. The 40 MGOe rating represents the industrial sweet spot for engineering design. It delivers exceptionally high energy density required for precision servomotors, industrial sensors, and heavy-duty magnetic fasteners. It avoids the extreme fragility issues and supply chain instability associated with top-tier grades like N52. By maximizing mechanical performance per dollar, it becomes the logical baseline for scaled commercial engineering and mass production.

Remanence (Br) and Coercivity (Hc)

Remanence (Br) refers to the residual magnetic flux density remaining in the material after the initial magnetization field is removed. This measurement occurs once the material is fully saturated. For an N40 grade, Br typically ranges from 12.6 to 12.9 kilogauss (kG). It dictates the theoretical upper limit of the magnetic holding power. High remanence directly translates to a stronger attractive force under ideal, zero-gap conditions.

Coercivity (Hc) measures the material's inherent resistance to demagnetization. Standard grades possess an intrinsic coercivity (Hcj) of roughly 11.405 kilooersteds (kOe). A high Hcj means the magnet heavily resists external magnetic fields attempting to weaken or reverse its polarity. When comparing neodymium to alternatives like Samarium Cobalt (SmCo), you must apply a specific decision lens. You balance high Remanence for holding power against Coercivity for stability. This balance dictates your final material choice for dynamic mechanical applications.

Grade Br (Kilogauss) Intrinsic Coercivity (kOe) BHmax (MGOe) Cost / Fragility Rating
N35 11.7 - 12.1 ≥ 12.0 33 - 35 Low Cost / Moderate Fragility
N40 12.6 - 12.9 ≥ 12.0 38 - 40 Medium Cost / Standard Fragility
N52 14.3 - 14.8 ≥ 11.0 49 - 52 High Cost / High Fragility

Hard Magnetic Material Classification & Anisotropy

We formally classify neodymium materials as hard magnetic materials. This means they possess the high intrinsic coercivity required to resist accidental demagnetization. Soft magnetic materials, such as raw iron or nickel alloys, lack this protective trait. Soft materials easily magnetize and demagnetize. Engineers use soft materials in transformer cores and inductors. Hard materials form the basis of permanent static fields used in holding applications.

Sintered neodymium magnets are strongly anisotropic. Manufacturers produce them with a preferred direction of magnetization. During production, raw magnetic powder is pressed under an intense electromagnetic field to align the crystalline structure. This alignment yields superior strength compared to isotropic counterparts. However, this means the magnet can only be magnetized along a single predetermined axis. Engineers must strictly specify this axis during the procurement phase. Additionally, engineers must account for the physical mass of the material. NdFeB has a standard density of approximately 7.5 grams per cubic centimeter.

Thermal and Environmental Terminology: Mitigating Degradation Risks

Maximum Operating Temperature vs. Curie Temperature (Tc)

Thermal environments severely impact permanent magnetic output. The Maximum Operating Temperature is the precise thermal threshold before performance losses begin. For a standard grade, this limit sits strictly at 80°C (176°F). Pushing the material beyond this point causes immediate flux degradation. Engineers must actively monitor ambient application temperatures and account for heat generated by adjacent friction or electrical resistance to prevent system failure.

The Curie Temperature (Tc) represents a critical physical limit. For standard 40 MGOe materials, this point occurs at approximately 350°C. At this temperature, ferromagnetic materials undergo a radical phase change at the atomic level. They permanently become paramagnetic and lose all magnetic properties. If applications exceed the 80°C operating threshold, procurement teams must specify modified variants doped with Dysprosium (Dy) or Terbium (Tb). Refer to the table below for industrial thermal classifications.

Grade Suffix Maximum Operating Temperature Typical Industrial Application
Standard (No Suffix) 80°C (176°F) Indoor sensors, consumer electronics, display fixtures
M (Medium) 100°C (212°F) Standard electric motors, warm factory environments
H (High) 120°C (248°F) Automotive components, high-friction mechanical systems
SH (Super High) 150°C (302°F) Heavy-duty actuators, generators, enclosed housings
UH (Ultra High) 180°C (356°F) High-speed rotors, aerospace components, turbines

Temperature Coefficient, Reversible, and Irreversible Loss

The Temperature Coefficient predicts the exact rate of magnetic decline as ambient heat rises. NdFeB experiences approximately 0.11% flux loss per degree Celsius above ambient baseline. This linear degradation allows engineers to calculate exact holding forces at specific operating temperatures. If the temperature remains safely below the maximum operating limit, this flux returns upon cooling. This physical phenomenon is formally known as Reversible Loss.

Irreversible Loss occurs due to extreme heat, severe vibration, or heavy physical shock. These external factors push the magnet beyond its engineered operating limits. The magnetic domains become scrambled, and the material structure becomes compromised. This lost flux cannot be recovered simply by cooling the component down. It requires a complete remagnetization process inside a factory coil. High-end manufacturers mitigate this via stabilization treatments. They apply thermal annealing in a vacuum before shipment. This controlled stress ensures no unpredictable degradation occurs later in the field.

Surface Treatments, Tolerances, and Permeability

Raw neodymium oxidizes and rusts rapidly when exposed to atmospheric moisture. Uncoated materials will rapidly disintegrate into useless magnetic powder. Therefore, protective coatings are absolute engineering mandates. You must select the right coating based on environmental exposure.

  • Ni-Cu-Ni (Nickel-Copper-Nickel): The standard triple-layer industrial coating. Provides excellent durability, moderate corrosion resistance, and a bright finish. Ideal for indoor mechanical assemblies.
  • Zinc: A thinner, cost-effective coating used for temporary rust prevention. It offers lower durability than nickel but works well when the magnet is sealed inside a plastic housing.
  • Epoxy: Provides outstanding resistance against saltwater, harsh chemicals, and outdoor elements. Epoxy coatings are thicker and slightly reduce the surface magnetic field due to the added air gap.
  • Rubberized: Specialized polymer coatings designed specifically to increase surface friction. These are heavily recommended for vertical wall mounting to combat shear force sliding.

A highly counterintuitive physical fact involves magnetic conductivity. Neodymium possesses remarkably low magnetic permeability and high reluctivity. It creates a massive internal magnetic field but strongly resists the flow of external magnetic flux. Furthermore, choosing the wrong surface coating heavily alters physical dimensional tolerances. Tolerance dictates the allowable deviation from nominal dimensions. Poor tolerance control impacts precision mechanical assemblies and leads to premature friction wear inside tight motor gaps.

Mechanical Forces and Magnetic Circuit Design Terms

Air Gap, Permeance Coefficient (Pc), and Penetration Depth

An air gap is any non-magnetic space positioned between the magnet and its ferrous target. This includes physical air, plastic housings, paint layers, or adhesive films. Air possesses exceptionally low magnetic permeability. Increasing the air gap dramatically increases the overall magnetic circuit's reluctance. This causes an exponential decay in attractive force. Even a tiny one-millimeter gap can slash holding power by more than fifty percent.

Penetration depth defines the exact distance a magnetic field projects effectively into a target material. Higher magnetic induction concentrates this field efficiently. This creates a shallower but far more intense holding grip on thin steel plates. The Permeance Coefficient (Pc) is a geometric ratio determining how easily flux travels from the North to the South pole. Tall cylindrical shapes possess a high Pc and resist demagnetization well. Thin, wide discs possess a low Pc and remain highly vulnerable to external demagnetizing forces.

Pull Force, Shear Force, and Theoretical Calculations

Engineers estimating straight vertical pull force often utilize an industry-standard theoretical formula. For straight demagnetization curves, the basic calculation is: F(lbs) = 0.577 * B(KGs)⊃2; * A(sq.in). This theoretical formula provides a baseline for ideal testing conditions. Benchmark realities show that a standard 10x10x2mm block yields roughly 4kg of vertical pull. A larger 40x12x8mm block generates approximately 10kg under zero-gap conditions.

However, vertical pull ratings completely fail to account for sliding resistance. Shear force represents the sliding resistance of the magnet against gravity. The typical friction coefficient of smooth steel against a nickel-plated magnet is roughly 0.2. Consequently, shear force measures only about 20% of the rated pull force. It is strictly five times easier to slide a magnet down a wall than to pull it straight off. Relying on vertical pull numbers for wall-mounted assemblies causes immediate system failures. You must specify rubberized coatings to increase friction.

  1. Determine Total Payload: Calculate the exact weight of the object the magnet must hold on the vertical surface.
  2. Apply the Shear Multiplier: Multiply the payload weight by 5 to find the required vertical pull force rating for a smooth nickel magnet.
  3. Account for Air Gaps: Add an additional safety factor of 20% to account for paint, dirt, or uneven steel surfaces.
  4. Select Coating: Switch to a rubberized coating if the required pull force exceeds spatial limitations in your design.

Magnetic Domains and The Stacking Effect

Magnetic domains are microscopic, localized regions within the core material structure. Inside these domains, atomic magnetic moments align perfectly. This unified microscopic alignment generates the overarching macroscopic magnetic field. During the manufacturing process, exposing the material to intense electromagnetic fields forces these scattered domains to lock into a single, uniform direction. Heat or radiation can scramble these domains later, causing power loss.

Engineers often employ the stacking effect to alter system performance. This involves physically stacking multiple magnets together to increase the overall length-to-diameter (L/d) ratio. However, this practice hits rigid ROI limitations. Adding thickness follows a strict law of diminishing returns. Once the overall length of the stacked assembly exceeds its exact diameter, adding more material yields zero measurable increase in external holding power. The magnetic circuit is already optimized at a 1:1 ratio.

Engineering Assembly and Safety Lexicon

Brittleness, Machining Limits, and Structural Integrity

Despite generating immense mechanical holding forces, sintered NdFeB materials are structurally weak. They classify strictly as crystalline ceramics rather than traditional metals. This structural reality makes them inherently brittle and highly vulnerable to mechanical shock. A common engineering error involves utilizing them as load-bearing structural fasteners. An assembly design must never force the magnet to absorb mechanical stress, direct physical impact, or torque.

Machining limitations present severe assembly warnings. Unlike softer metals like aluminum or steel, you cannot conventionally machine, drill, or tap these materials post-sintering. Attempting to drill holes using standard workshop bits will instantly shatter the component. This destroys the protective anti-corrosion coating completely. More importantly, drilling generates highly combustible magnetic dust. This creates a critical fire hazard inside manufacturing facilities that standard extinguishers cannot suppress.

Repulsion Arrays and Mechanical Fixation

Designing advanced arrays where magnets sit in active repulsion poses distinct safety challenges. We refer to this repulsive tension as magnetic back force. This state puts continuous shear and tensile stress on the surrounding assembly infrastructure. Relying solely on liquid adhesives to manage this tension represents an unacceptable engineering risk. Chemical bonds break down over time due to thermal cycling and moisture.

High-temperature cyanoacrylate adhesives rate up to 350°F. They provide excellent initial tack and hold for light applications. However, opposing rare-earth systems require redundant mechanical constraints. You must strictly constrain them using non-magnetic sleeves, locking pins, or metallic banding. Failure to mechanically secure a repulsion array can cause the components to shatter and become dangerous high-speed projectiles upon adhesive failure.

Extreme Environments and Magnetization Equipment

Modern stabilized materials experience negligible time decay under normal atmospheric conditions. You can expect less than 3% flux loss over 100,000 continuous operating hours. Historic stabilization components, such as a soft iron Keeper bar, are now completely obsolete. Keepers once bridged magnetic poles to prevent rapid decay in old AlNiCo horseshoe models. They hold absolutely no value for modern sintered neodymium assemblies.

Extreme environments require entirely different material properties. In advanced applications like charged particle deflection or space exploration, NdFeB remains highly susceptible to radiation. Under high exposure limits exceeding 7×10^7 rads, the material will rapidly demagnetize due to lattice damage. Engineers must pivot to SmCo, which offers up to forty times higher radiation resistance. Additionally, saturating these materials during production requires massive electrical power. Capacitor discharge magnetizers must deliver a peak electrical pulse generating 20,000 to 50,000 Oersteds (20-50 kOe) to lock the domains.

Common Misconceptions in N40 Magnet Procurement

"Higher Grade Means Higher Surface Gauss"

Buyers often assume upgrading from a 35 MGOe rating to a 40 MGOe rating automatically yields higher numbers on a standard Gaussmeter. This represents a fundamental industry myth. Surface Gauss does not scale linearly with material grades. The raw grade only indicates the maximum internal energy product. The external reading depends entirely on secondary geometric factors.

The reality is that surface Gauss remains heavily dictated by the physical shape. A long, narrow cylinder will frequently register a higher surface Gauss at its pole than a wide, flat disc of a much higher grade. The narrow geometry concentrates the flux lines tightly into the measuring probe. Procurement teams must stop using surface Gauss as the sole metric for material quality and instead rely on flux verification.

"High Surface Gauss Equals High Holding Power"

Another dangerous myth suggests designing for maximum localized Gauss maximizes total weight-bearing capacity. Engineers sometimes mistakenly taper magnet poles to funnel the magnetic field into a tiny point. While this spikes the meter reading drastically, it completely cripples the mechanical utility of the component.

Total pull force requires multiplying the magnetic force per unit area by the total contact area. A high Gauss reading concentrated on a microscopic pin-point area yields negligible overall mechanical holding power. A larger, moderately saturated surface distributes the force effectively across the target. To hang a heavy steel plate, you need broad surface contact area, not an isolated peak Gauss reading.

Measurement Discrepancies and Unit Conversions

Engineers often face frustrating discrepancies between theoretical CAD calculations and factory Gaussmeter tests. The primary cause lies in probe placement sensitivity. Gaussmeters measure a specific, hyper-localized point on the surface. For standard axial cylinders, you must place the Hall effect probe exactly on the central axis of the pole. For ring formats, probes must sit carefully at either the center of the air hole or the midpoint of the solid ring face. Slight deviations ruin the measurement data.

Physicists bypass these unpredictable surface anomalies completely. They calculate the Dipole Moment using the formula: m = Br x V / μo. This provides a holistic measurement of total overall magnetic output rather than a localized peak. Furthermore, you must standardize your unit conversions across international vendors. Global datasheets vary wildly.

Metric Measurement Imperial / CGS Equivalent Conversion Factor
Tesla (T) Gauss (G) 1 Tesla = 10,000 Gauss
Amperes per meter (A/m) Oersted (Oe) 1 Oersted = 79.58 A/m
Kilojoules per cubic meter (kJ/m³) Mega-Gauss Oersteds (MGOe) 1 MGOe = 7.958 kJ/m³

Conclusion

  • Standardize your CAD documentation to clearly label required maximum operating temperatures and geometric permeance coefficients before requesting quotes.
  • Evaluate your mounting surfaces to determine exact shear force multipliers, specifying high-friction rubberized coatings if vertical sliding remains a risk.
  • Redesign structural assemblies using non-magnetic sleeves to ensure brittle ceramic magnets are entirely isolated from load-bearing impacts and mechanical shocks.
  • Audit your inspection protocols to ensure QC teams measure Dipole Moment for bulk power rather than relying on highly localized, easily skewed Gaussmeter readings.
  • Provide your manufacturer with exact air gap dimensions for your final application environment to guarantee the right flux densities are sourced.

FAQ

Q: What is the functional difference between an N35 and an N40 permanent magnet?

A: N40 provides a Maximum Energy Product of 40 MGOe compared to N35's 35 MGOe. This means an N40 magnet of the exact same dimensions will exhibit roughly 14% more raw magnetic holding power. This physical strength increase allows engineers to aggressively downsize components while maintaining the exact same mechanical holding force.

Q: How much weight can a standard N40 neodymium magnet hold?

A: Holding capacity is completely dependent on volume, shape, and contact area. For scale, a standard 40x12x8mm block magnet can achieve approximately 10kg of vertical pull force. This optimal rating only applies under ideal, zero-air-gap conditions when tested directly against a thick, unpainted, flat steel plate.

Q: What happens to an N40 permanent magnet if it exceeds 80°C?

A: A standard material will begin to suffer irreversible magnetic flux loss once the ambient temperature surpasses 80°C. This lost holding power will not return upon cooling. If your application routinely exceeds this threshold, you must strictly specify higher temperature suffix grades such as N40M (up to 100°C) or N40H (up to 120°C).

Q: Why is my N40 magnet sliding down a steel wall when it is rated for 50 lbs of pull force?

A: Vertical sliding resistance is formally known as shear force. Due to the very low friction coefficient of smooth steel against plated magnetic coatings, shear force equals only about 20% of the rated perpendicular pull force. You need a larger surface area magnet or a high-friction rubber coating to prevent sliding.

Q: Can I machine, drill, or tap an N40 permanent magnet?

A: No. Sintered NdFeB is an extremely brittle ceramic material, not a standard metal. Attempting to drill or machine a finished magnet will immediately shatter it. This process also strips its protective anti-corrosion coating and can potentially cause a severe factory fire due to the ignition of highly combustible magnetic dust.

Q: How do you accurately measure the strength of an N40 magnet?

A: For mechanical applications, conduct testing on a dynamometer test stand pulling directly perpendicular to a thick, unpainted steel plate. For magnetic field measurement, engineers must apply a Gaussmeter strictly to the center axis of the pole. Always account for standard unit conversions during data entry, noting that 1 Tesla equals 10,000 Gauss.

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