Chemo-hydrodynamic waves drive the quasi-1D self-propulsion of an asymmetrically catalase-coated MXene sheet in H2O2, with the driving force identified as surface shear stress from the waves.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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2026 2verdicts
UNVERDICTED 2representative citing papers
The authors prove a maximum principle for positivity and domain invariance plus local asymptotic stability via relative energy for a class of nonlinear coupled thermo-reaction-phase parabolic systems.
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Quasi-one-dimensional motion of an active MXene sheet driven by chemo-hydrodynamic waves
Chemo-hydrodynamic waves drive the quasi-1D self-propulsion of an asymmetrically catalase-coated MXene sheet in H2O2, with the driving force identified as surface shear stress from the waves.
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Maximum principle and local stability for a class of coupled nonlinear thermo--reaction--phase systems
The authors prove a maximum principle for positivity and domain invariance plus local asymptotic stability via relative energy for a class of nonlinear coupled thermo-reaction-phase parabolic systems.