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Enter dimensions and click Calculate
None (no yoke): Standard Maxwell Stress Tensor + image method:F = 2 × B_face² × A / μ₀
where B_face is the on-axis field at the contact face.
With Iron Plate: Yoke adds return path, boosting flux:F_iron = F_none + (F_pot − F_none) × (T/D)
where F_pot = Br² × A / (2μ₀) is the ideal pot-magnet limit.
Verified: N35 D=50mm T=30mm → None=141.9 lbf ✓, Iron=201.0 lbf ✓ (ref: 140.36 / 202)
Disc field (Camacho & Sosa):B(x) = (Br/2)×[(L+x)/√(R²+(L+x)²) − x/√(R²+x²)]
Block field:B(x) = (Br/π)×[arctan(LW/2x√(4x²+L²+W²)) − arctan(LW/2(x+H)√(4(x+H)²+L²+W²))]
NdFeB (Neodymium)
| Grade | Br (T) | Br (G) | BHmax (MGOe) | Max °C |
|---|
Ferrite (Ceramic)
| Grade | Br (T) | Br (G) | BHmax (MGOe) |
|---|
Enter dimensions and click Calculate
Enter dimensions and click Calculate
How pull force changes as gap between magnet and steel surface increases.
Enter dimensions to see the force vs. gap table.
1 T = 10,000 G
1 mT = 10 G
1 μT = 0.01 G
Earth ≈ 25–65 μT
MRI ≈ 1.5–3 T
Strong NdFeB ≈ 0.3–0.5 T
1 N = 0.2248 lbf
1 lbf = 4.4482 N
1 kgf = 9.8067 N
1 lbf = 16 ozf
1 in = 25.4 mm
1 in = 2.54 cm
1 mm = 0.03937 in