Figures & data
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Table 1. Dimensions of the proposed PVEH. The subscripts p and e indicate a piezoelectric material and an elastic layer, respectively.
Table 2. Parameters of FEM analysis.
Figure 2. Schematic of a FEM structural analysis model. In the meshed-core structure, the line length L and line spacing S satisfy the relation L + S = 100 μm.
![Figure 2. Schematic of a FEM structural analysis model. In the meshed-core structure, the line length L and line spacing S satisfy the relation L + S = 100 μm.](/cms/asset/0c4d3ca6-a061-461e-9567-c661adc0d813/tsta_a_1508985_f0002_oc.jpg)
Figure 3. Volume void fraction and normalized bending stiffness as a function of line spacing of the meshed-core structure. The normalized bending stiffness is calculated by dividing the bending stiffness of a harvester with the meshed-core elastic layer by that of a harvester with a solid-core elastic layer.
![Figure 3. Volume void fraction and normalized bending stiffness as a function of line spacing of the meshed-core structure. The normalized bending stiffness is calculated by dividing the bending stiffness of a harvester with the meshed-core elastic layer by that of a harvester with a solid-core elastic layer.](/cms/asset/b9664646-9c6e-49ef-a7c6-ba98fa4bd7df/tsta_a_1508985_f0003_oc.jpg)
Figure 4. FEM result of maximum output power as a function of vibration frequency under each optimum load resistance (meshed-core 17 MΩ, solid-core 13 MΩ), and 0.2 G acceleration.
![Figure 4. FEM result of maximum output power as a function of vibration frequency under each optimum load resistance (meshed-core 17 MΩ, solid-core 13 MΩ), and 0.2 G acceleration.](/cms/asset/2265d210-d443-4ac9-80e6-6369d93212c2/tsta_a_1508985_f0004_oc.jpg)
Figure 7. (a) SEM image of SU-8 meshed-core elastic layer and (b) optical image of 3D meshed-core structure.
![Figure 7. (a) SEM image of SU-8 meshed-core elastic layer and (b) optical image of 3D meshed-core structure.](/cms/asset/7e3be16b-bc4d-4034-a60b-e81f35acbffa/tsta_a_1508985_f0007_oc.jpg)
Figure 10. Sinusoidal measured voltage of load resistance under each resonance condition (meshed-core 18.7 Hz, solid-core 22.2 Hz), optimum load resistance (meshed-core 17 MΩ, solid-core 13 MΩ), and 0.2 G acceleration.
![Figure 10. Sinusoidal measured voltage of load resistance under each resonance condition (meshed-core 18.7 Hz, solid-core 22.2 Hz), optimum load resistance (meshed-core 17 MΩ, solid-core 13 MΩ), and 0.2 G acceleration.](/cms/asset/3b12f8cc-6d7a-45cf-a3f2-d94bf03aeb69/tsta_a_1508985_f0010_oc.jpg)
Figure 11. Maximum output power as a function of load resistance under each resonance condition (meshed-core 18.7 Hz, solid-core 22.2 Hz) and 0.2 G acceleration.
![Figure 11. Maximum output power as a function of load resistance under each resonance condition (meshed-core 18.7 Hz, solid-core 22.2 Hz) and 0.2 G acceleration.](/cms/asset/21a41d56-eae5-4060-ac0a-3be41876f4cb/tsta_a_1508985_f0011_oc.jpg)
Figure 12. Maximum output power as a function of vibration frequency under each optimum load resistance (meshed-core 17 MΩ, solid-core 13 MΩ) and 0.2 G acceleration.
![Figure 12. Maximum output power as a function of vibration frequency under each optimum load resistance (meshed-core 17 MΩ, solid-core 13 MΩ) and 0.2 G acceleration.](/cms/asset/bb3a5c9c-ec5e-47c5-b77d-57f3b4ff14d3/tsta_a_1508985_f0012_oc.jpg)
Table 3. Experimental results of meshed- and solid-core PVEHs.