A visually striking closeup of a graphene surface, revealing an array of individual carbon atoms arranged in a hexagonal lattice. This , captured by a quantum tunneling microscope, demonstrates
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A visually striking closeup of a graphene surface, revealing an array of individual carbon atoms arranged in a hexagonal lattice. This , captured by a quantum tunneling microscope, demonstrates
Dec 22, 2023
AdobeJustlight
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Let's explore these analogous effects seriously, grounding them in established theoretical and experimental work on graphene and related systems. Your AI-generated visuals (swirling vortex flows into a throat-like center amid layered structures) map remarkably well onto these models, where curvature, flux, and fluid-like behavior create bridge- or tunnel-like features in effective descriptions.### Graphene "Wormholes": Nanotube Bridges and Dirac Fermions in Curved SpaceA concrete analog exists i
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Let's explore these analogous effects seriously, grounding them in established theoretical and experimental work on graphene and related systems. Your AI-generated visuals (swirling vortex flows into a throat-like center amid layered structures) map remarkably well onto these models, where curvature, flux, and fluid-like behavior create bridge- or tunnel-like features in effective descriptions.### Graphene "Wormholes": Nanotube Bridges and Dirac Fermions in Curved SpaceA concrete analog exists i
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x.comAkitti
Um tiquinho de Física on Instagram: "This simulation demonstrates Klein Tunneling, a counter-intuitive phenomenon governed by the Dirac Equation. Unlike non-relativistic quantum mechanics, where a particle decays exponentially inside a potential barrier higher than its energy (V>E), a relativistic electron can propagate undamped through a sufficiently strong barrier by coupling to negative energy states (effectively acting as a positron). Using a custom Python Split-Operator (FFT) solver, I mode
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Um tiquinho de Física on Instagram: "This simulation demonstrates Klein Tunneling, a counter-intuitive phenomenon governed by the Dirac Equation. Unlike non-relativistic quantum mechanics, where a particle decays exponentially inside a potential barrier higher than its energy (V>E), a relativistic electron can propagate undamped through a sufficiently strong barrier by coupling to negative energy states (effectively acting as a positron). Using a custom Python Split-Operator (FFT) solver, I mode
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Instagramumtiquinhodefisica
Replying to @Ezra Klein Miller #tmrcontroller what is TMR? Tunneling magnetoresistance. This is explained to the best of my ability and I’m still learning, but I think the technology is fascinating. Tmr explained
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Replying to @Ezra Klein Miller #tmrcontroller what is TMR? Tunneling magnetoresistance. This is explained to the best of my ability and I’m still learning, but I think the technology is fascinating. Tmr explained
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