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March 13, 2026Scientific Reports1 citationsOpen Access

Topology optimization design of excavator working device based on equivalent static loads

HZHe ZhangXSXiao-dong ShaoMJMin-min Jia

Key Points

  • This work aims to optimize excavator working devices for both dynamic behavior and static strength using a novel method.
  • Constructed a rigid-flexible coupling dynamic model for the working device under excavation conditions.
  • Converted local element stress constraints into global constraints using the P-norm method.
  • Established a topology optimization model to minimize the arm's maximum flexibility while considering stress and volume fraction.
  • Performed dynamic topology optimization using equivalent static loads and redesigned the arm for manufacturability.
  • Achieved a 24.63% reduction in the mass of the arm.
  • Limited the maximum stress increase to 5.26%, which is below the allowable limit for the material.

Abstract

To address the dual requirements of dynamic topology optimization and static strength in the design of excavator working devices, this paper proposes a dynamic topology optimization method based on equivalent static loads. First, a rigid-flexible coupling dynamic model of the working device is constructed under combined excavation conditions to analyze the dynamic response of the arm in terms of stress and deformation. Then, local element stress constraints are converted into global constraints using the P-norm method. A topology optimization model is established with the minimization of the arm's maximum flexibility as the objective function, constrained by the P-norm stress and volume fraction. Finally, dynamic topology optimization of the arm is performed using the equivalent static loads method, and the topological structure of the arm is redesigned with consideration for manufacturability. Finite element simulation results demonstrate that the proposed method achieves a 24.63% reduction in the mass of the arm, while the maximum stress increases by only 5.26% and remains below the material's allowable limit, thereby fulfilling the design requirements.

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Cite This Study

Zhang et al. (2026) studied this question.

synapsesocial.com/papers/69b3abf602a1e69014ccd4c5https://doi.org/10.1038/s41598-026-43544-2
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