linkedin post 2021-02-17 05:16:03

linkedin post 2021-02-17 05:16:03

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SUPER DENSE STARS. “The advances in astrophysical observations has lead to great interest in the study of composition of the astrophysical compact object. Moreover these objects contains compressed ultra-dense nuclear matter in their interiors which make them superb astrophysical laboratories for a wide range of intriguing physical studies.” https://www.sciencedirect.com/science/article/pii/S221268642030039X View in LinkedIn
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linkedin post 2021-02-17 05:13:54

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HALF SPINS. ‘Haldane, meanwhile, was busy applying the concept of topology to chains of magnetic atoms. These atoms have a quantum property known as spin, and in 1982, he predicted that certain chains of the atoms could show topological properties that result in half spins at either end. Because this quantum property depends on the collective action of the whole chain, rather than on any individual particle, similar phenomena are now being explored as robust ways to encode information in a quantum computer.” https://lnkd.in/dPhKund View in LinkedIn
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linkedin post 2021-02-17 05:12:09

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NOBEL LAUREATES. “But Thouless and Kosterlitz showed that topological phase transitions — in which a material switches between states with different topologies — were possible in thin layers of materials. Using this model they demonstrated that, in theory, superconductivity could occur at low temperatures, but that it would disappear at higher temperatures. They also explained the mechanism that would make the effect vanish.” https://lnkd.in/dPhKund View in LinkedIn
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linkedin post 2021-02-17 05:09:39

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2D EXOTIC MATTER. “Atoms in different phases of matter — such as a solid, liquid or gas — have characteristic kinds of order. In the 1970s, researchers believed that order in a 2D material was impossible, because thermal fluctuations would destroy any ordering, even at temperatures close to absolute zero.” https://lnkd.in/dPhKund View in LinkedIn
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linkedin post 2021-02-17 05:07:49

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STRANGE MATTER. “Just as a knot tied in an unbroken circle of string cannot be removed without cutting the string, topological properties tend to be robust. For example, vortices in a fluid are easy to move around but harder to destroy. “Because of topology, they’re protected. They cannot be simply removed.” https://lnkd.in/dPhKund View in LinkedIn
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