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Updated: Sep 13, 2025

Structural Design and Manufacturing of a Cruiser Class Solar Vehicle
Published on: January 30, 2019
Combined truss and continuum topology optimization of structures.
Hongjia Lu1, Helen E Fairclough2, Linwei He2
1Future City (Intelligent Industrial Construction) Laboratory, Innovation Center of Yangtze River Delta, Zhejiang University, Jiaxing, 314100 China.
This study introduces a hybrid optimization method combining truss layout and continuum topology optimization. The approach effectively designs structures with both fine truss elements and bulk continuum regions for diverse engineering applications.
Area of Science:
- Structural optimization
- Mechanical engineering
- Computational design
Background:
- Truss layout optimization excels in low volume fraction problems.
- Continuum topology optimization is suitable for medium to high volume fraction problems.
- Real-world designs often require a mix of both low and high volume fraction regions.
Purpose of the Study:
- To develop a hybrid optimization approach for structures with mixed volume fractions.
- To integrate truss layout and continuum topology optimization methods.
- To address limitations of individual optimization techniques in complex design scenarios.
Main Methods:
- A two-step hybrid optimization strategy is proposed.
- Identification of distinct low and high volume fraction regions within a design domain.
- Populating identified regions with truss and continuum elements, respectively, connected by interfaces.
- Utilizing a conic optimization formulation solvable by interior point solvers.
Main Results:
- The hybrid approach successfully identifies structures with mixed length scales.
- Demonstrated capability to incorporate both bulk continuum regions and fine truss elements.
- Numerical examples validate the efficacy of the proposed method.
Conclusions:
- The hybrid optimization approach effectively addresses designs with mixed volume fractions.
- This method offers a unified framework for integrating different structural optimization techniques.
- The approach enables the creation of complex, multi-scale structures efficiently.
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