2023
DOI: 10.1002/advs.202306635
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Wireless Magnetoelectrochemical Induction of Rotational Motion

Kostiantyn Tieriekhov,
Neso Sojic,
Laurent Bouffier
et al.

Abstract: Electromagnetically induced rotation is a key process of many technological systems that are used in daily life, especially for energy conversion. In this context, the Lorentz force‐induced deviation of charges is a crucial physical phenomenon to generate rotation. Herein, they combine the latter with the concept of bipolar electrochemistry to design a wireless magnetoelectrochemical rotor. Such a device can be considered as a wet analog of a conventional electric motor. The main driving force that propels thi… Show more

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Cited by 3 publications
(2 citation statements)
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“…As was shown in Part 1 [1], in the first generation, the micro-MHD vortexes unstably develop with 2D nuclei under a VMHDF. Since the rotation of the VMHDF forms a righthanded system with the external magnetic field, B 0 Ω > 0, as shown in Equation (21a), the VCFs of the micro-MHD vortexes are defined as positive functions, f a j (a a ) > 0 for j = r and f. In the absence of chloride ions, 2D nucleation is unstable in a stationary solution [65], so the main part of the amplitude factor in a stationary solution is positive. BY Equation ( 46), the instability of 2D nucleation under micro-MHD vortexes is therefore defined by the sign of the product of the stationary-solution main part of the VCF, i.e., due to the derived positive values, the micro-MHD vortexes unstably develop together with 2D nuclei.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…As was shown in Part 1 [1], in the first generation, the micro-MHD vortexes unstably develop with 2D nuclei under a VMHDF. Since the rotation of the VMHDF forms a righthanded system with the external magnetic field, B 0 Ω > 0, as shown in Equation (21a), the VCFs of the micro-MHD vortexes are defined as positive functions, f a j (a a ) > 0 for j = r and f. In the absence of chloride ions, 2D nucleation is unstable in a stationary solution [65], so the main part of the amplitude factor in a stationary solution is positive. BY Equation ( 46), the instability of 2D nucleation under micro-MHD vortexes is therefore defined by the sign of the product of the stationary-solution main part of the VCF, i.e., due to the derived positive values, the micro-MHD vortexes unstably develop together with 2D nuclei.…”
Section: Resultsmentioning
confidence: 99%
“…In recent days, various studies on the transport of microscopic materials in solutions by using MHD forces have been reported. Kuhn et al proposed an efficient alternative mechanism with which to power self-electrophoretic Mg/Pt Janus swimmers based on the Lorentz force and designed a self-propelled bimetallic Janus rotor and a wireless magnetoelectrochemical rotor [63][64][65]. Celzard et al proposed self-propelled particles based on the MHD acceleration of the surrounding fluid [66].…”
Section: Introductionmentioning
confidence: 99%