Tuesday 4 October 2016

Strange matter wins physics Nobel

The 2016 Nobel Prize in Physics has been awarded to three British-born scientists for discoveries about strange forms of matter.
David Thouless, Duncan Haldane and Michael Kosterlitz will share the 8m kronor (£727,000) prize.
Their work could result in improved materials for electronics and is already informing one approach to super-fast computing.
They were named at a press conference in Sweden.
The winners join a prestigious list of 200 other Physics laureates recognised since 1901.
The Nobel Committee said the trio's discoveries had "opened the door on an unknown world".

Old work, new uses

When matter is in extreme conditions, such as when it's very cold or flat, scientists start to see unusual behaviour from the atoms.
These phenomena complement the familiar phases of matter, namely when things change from solid to liquid to gas.
Prof Haldane commented: "I was very surprised and very gratified."
"The work was a long time ago but it's only now that a lot of tremendous new discoveries are based on this original work, and have extended it."
All three researchers used maths to explain strange physical effects in rare states of matter, such as superconductors, superfluids and thin magnetic films.
Kosterlitz and Thouless focused on phenomena that arise in flat forms of matter - on surfaces or inside extremely thin layers that can be considered two-dimensional.
This contrasts with the three dimensions (length, width and height) with which we usually describe reality.
Haldane also studied matter that forms threads so thin they can be considered one-dimensional.
Acting chairman of the Nobel committee, Prof Nils MÃ¥rtensson, commented: "Today's advanced technology - take for instance our computers - relies on our ability to understand and control the properties of the materials involved.
"And this year's Nobel laureates in their theoretical work discovered a set of totally unexpected regularities in the behaviour of matter, which can be described in terms of an established mathematical concept - namely, that of topology.
"This has paved the way for designing new materials with novel properties and there is great hope that this will be important for many future technologies."

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