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One-Step Ejector Pin Sizing Guide: Head and Shaft Selection

Key Takeaway: Select head diameter (D1) to cover the ejection area, shaft diameter (D2) to resist buckling. The minimum D1:D2 ratio is 1.5:1; optimal is 2:1 to 2.5:1 for the best balance of ejection coverage and shaft rigidity.

Step 1: Determine Shaft Diameter from Buckling Resistance

The shaft (D2) must resist buckling under ejection force. Use Euler's buckling formula adapted for ejector pins per ASME mechanical design standards:

  • Critical buckling force: F_cr = π²EI / (KL)², where E = Young's modulus, I = moment of inertia, K = end condition factor (0.7 for fixed-guided), L = unsupported shaft length
  • Safety factor: Design ejection force ≤ F_cr / 3 (factor of safety = 3 for dynamic loading)
  • Practical rule: L/D2 ≤ 20 for unsupported shafts, L/D2 ≤ 30 with guide bushing

Step 2: Select Head Diameter for Ejection Coverage

Part FeatureRecommended D1:D2 RatioReasoning
Flat surface ejection2:1Standard coverage, even force distribution
Boss/rib ejection1.5:1Limited space around feature
Large flat area2.5:1 to 3:1Maximum coverage to reduce ejection marks
Deep pocket ejection1.5:1 (with guide bushing)Limited bore space, need maximum shaft rigidity

Step 3: Verify Step Transition Stress

The step transition (where D1 meets D2) is the highest stress concentration point. MISUMI recommends a fillet radius of R0.3–R0.5mm at the transition for D1:D2 ratios above 3:1. Without a fillet, the stress concentration factor is approximately 2.5×, which can lead to fatigue cracking after 200,000–500,000 cycles.

Frequently Asked Questions

What if my part geometry requires a ratio above 3:1?+
For ratios above 3:1, specify pins with a fillet radius at the step transition (R0.3–R0.5mm). Also consider switching to a two-step pin if the shaft needs to pass through an intermediate plate.
How do I calculate the required ejection force?+
Ejection force depends on: part surface area in contact with the core, resin shrinkage onto the core, draft angle, and coefficient of friction. A simplified formula: F = μ × P × A, where μ = friction coefficient (0.3–0.5 for most resins), P = shrinkage pressure, A = projected area. Moldflow simulation provides the most accurate ejection force prediction.

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