Magnetic fields induce a Manning-Oosawa-like counterion condensation transition in one-dimensional electrolyte flows via a Lorentz-force-derived hydrodynamic potential that competes with electrostatics.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Growth conditions in TMDs function as thermodynamic boundary conditions that set defect landscapes and polytype stability, thereby determining the emergent electronic Hamiltonian and collective quantum phases.
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Electrolyte flows under magnetic fields: Manning-like counterion condensation in one dimension
Magnetic fields induce a Manning-Oosawa-like counterion condensation transition in one-dimensional electrolyte flows via a Lorentz-force-derived hydrodynamic potential that competes with electrostatics.
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Controlling Quantum Materials by Growth: Thermodynamics, Kinetics, and Defect Engineering in Transition Metal Dichalcogenides
Growth conditions in TMDs function as thermodynamic boundary conditions that set defect landscapes and polytype stability, thereby determining the emergent electronic Hamiltonian and collective quantum phases.