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June 13, 2026Materials0 citationsOpen Access

Dynamic Impact Characteristics of Airdrop Cushioning Materials and a C − σm Curve-Based Cushioning Pad Design Method

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ZWZhongda WuZXZhaojun XiYLY Li

Key Points

  • This study aims to develop a cushioning pad design method that optimizes impact damage reduction for airdropped supplies.
  • Conducted impact simulation tests to validate the proposed C − σm curve-based design method.
  • Performed dynamic impact analyses on honeycomb paperboard, polyurethane foam, and aluminum foam.
  • Determined optimal material characteristics for varying stress levels based on C − σm profiles.
  • Aluminum foam demonstrated optimal performance at stress levels ≥500 kPa, while honeycomb paperboard performed best at ≤200 kPa.
  • Optimizing the bearing area reduced cushion thickness from 100.5 cm to 25.0 cm, significantly lessening cushion volume.
  • The thickness has negligible effects on energy absorption in the low-stress stage, emphasizing material choice based on intrinsic properties.

Abstract

To mitigate impact damage to airdropped supplies during landing, this study proposes a cushioning pad design method based on the C − σm (cushioning coefficient–maximum stress) curve, aiming to balance energy absorption efficiency with lightweight requirements. A medium-sized airdrop impact simulation model is established and validated via drop impact tests, and systematic dynamic impact analyses are performed on three representative cushioning materials: honeycomb paperboard, polyurethane foam, and aluminum foam. Their cushioning characteristic curves are compared, revealing that all three materials exhibit a concave C − σm profile (first decreasing, then increasing) with distinct optimal stress ranges for airdrop cushioning applications: aluminum foam for high stress (≥500 kPa), polyurethane foam for medium stress (350–450 kPa), and honeycomb paperboard for low stress (≤200 kPa). The energy absorption potential decreases with the optimal stress threshold, while cushion thickness positively correlates with the airdrop load range. In the low-stress stage, the maximum stress shows a strong functional dependence on energy density, rendering thickness effects negligible for energy absorption. Under the material fragility constraint, the C − σm curve-based graphical method can accurately determine the cushion pad’s optimal thickness and bearing area. In design Case 3, optimizing the bearing area reduced the required cushion thickness from 100.5 cm to 25.0 cm, substantially decreasing the cushion volume. The findings provide reliable material-level insights and theoretical support for impact protection design in airdrop cargo, with clear guidance on selecting cushioning materials based on their intrinsic mechanical response.

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Cite This Study

Wu et al. (2026) studied this question.

synapsesocial.com/papers/6a2cf688faef96ed7f0584achttps://doi.org/10.3390/ma19122526
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