fig2

Bioinspired structural coupling of superhydrophobicity and sensing for ternary interactions

Figure 2. Working mechanism and electromechanical performance optimization of the bidirectional sensor. (A) Schematic and equivalent circuit model showing the fundamental resistance-variation mechanism. Inward bending increases the sidewall contact width, decreasing resistance, while outward bending separates the crack surfaces, increasing resistance; (B) Schematic showing the device undergoing inward (negative signal) and outward (positive signal) bending deformations; (C) Schematic of the structural optimization strategy achieved by increasing the number of parallel microslits from one to nine to enhance signal magnitude; (D) Quantitative analysis results of the relative resistance change as a function of slit number; (E) Characteristic bending central angle (α)-resistance curve identifying four distinct linear regions with corresponding GFs, demonstrating stable bidirectional sensitivity. The values are presented as mean ± SD; N = 5; (F) Real-time electrical response under cyclic stretching and releasing at varying α amplitudes (8° to 28°); (G) Transient response showing rapid rise (240 ms) and recovery (200 ms) times during an outward bending cycle; (H) Step-hold strain testing demonstrating the signal stability and low mechanical hysteresis during stepwise loading and unloading phases; (I) Dynamic resistance response obtained under variable deformation frequencies and amplitudes; (J) Signal consistency verification obtained at different actuation frequencies (0.1 and 0.05 Hz). GF: Gauge factor; SD: stand deviation.

Soft Science
ISSN 2769-5441 (Online)

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Portico

All published articles are preserved here permanently:

https://www.portico.org/publishers/oae/