Abstract
The patterned design of flexible sensors facilitates tailored performance to meet diverse application demands. However, experimental approaches to establish structure-performance relationships become costly and inefficient, particularly when multiple geometric parameters and sensing metrics are involved. In this study, we propose a universal piezoresistive model that overcomes the limitations of existing small-strain linear models, effectively capturing the relationship between conductivity tensor components and strain under large deformation conditions. A numerical method incorporating this model was developed, significantly improving accuracy and computational efficiency in predicting electromechanical behavior and optimizing sensor performance. Moreover, we introduce a rapid, cost-effective workflow that integrates Latin hypercube sampling with Pareto-optimal solutions to achieve multi-parameter and multi-objective optimization of sinusoidal-patterned sensors. This work establishes a generalizable and simulation-driven design paradigm that expedites flexible sensor development while enhancing adaptability across diverse application scenarios.
| Original language | English |
|---|---|
| Article number | 165228 |
| Journal | Chemical Engineering Journal |
| Volume | 519 |
| DOIs | |
| Publication status | Published - 1 Sept 2025 |
| Externally published | Yes |
Keywords
- Flexible strain sensors
- Geometric optimization
- Laser-induced graphene
- Piezoresistive modeling
- Structure-performance relationships