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TOPIC- NOBEL PRIZE IN PHYSICS 2016
By
Garima Tandon
Nobel prize in Physics 2016
On
‘‘Theoretical discoveries of
topological phase transition and
topological phases of matter”
NOBEL LAUREATES
•Born on 1934 in Bearsden,UK
•Ph.D. in 1958 from Cornell
University,Ithaca,U.S.A.
•Professor at University of
Washington,Seattle,WA,U.S.A.
•Born on 1951 in London,U.K.
•Ph.D.-1978 from Cambridge
University,U.K.
•Eugene Higgins Professor of
Physics at Princeton
University,NJ,U.S.A.
•Born on 1942 in Aberdeen,U.K.
•Ph.D. in 1969 from Oxford
University
•Professor of Physics at Brown
University,Providence,RI,U.S.A.
Necessity of this invention
(Necessity is the mother of
invention)
History
Unusual
phase
Unusual
phase
Usual
phases of
matter
EXPERIMENT OF KLITZING
An ultrathin piece of Si Supercooled
Ran an electric current Exposed to high
magnetic field
Si become conductor and Electric field increase as
multiples of integers(Quantum Hall Effect)
Criticism by other mathematicians
• The atom had no room to move which is a
requirement for phase transition and in
turn form conductance
• Thermal fluctuation distroy all order in
matter
EXPLANATION BY NOBEL DISCOVERY
KT Transition –
•Rather than move up and down silicon atoms in the
sheet were swirling like a vortex
•At low temperature vortices form pair and when
temperature rises they move away but order not distroy
ANSWERED BY TOPOLOGY
•Topology is a branch of mathematics that
describes properties that change step-
wise
•Topology describes the properties that
remain entact when an object is stretched
,twisted or deformed,but not if it is torn
apart
Similarly Electrical Conductance
found in the Quantum Hall Effect
changes in steps that are exact
multiples of an integer
BENEFITS OF THIS NOBEL DISCOVERY
•Explain strange phenomena in unusual
phases of matter
•Created new perspectives on the
development of innovative materials
THANK YOU !!

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Novel prize in physics by garima

  • 1. TOPIC- NOBEL PRIZE IN PHYSICS 2016 By Garima Tandon
  • 2. Nobel prize in Physics 2016 On ‘‘Theoretical discoveries of topological phase transition and topological phases of matter”
  • 4. •Born on 1934 in Bearsden,UK •Ph.D. in 1958 from Cornell University,Ithaca,U.S.A. •Professor at University of Washington,Seattle,WA,U.S.A.
  • 5. •Born on 1951 in London,U.K. •Ph.D.-1978 from Cambridge University,U.K. •Eugene Higgins Professor of Physics at Princeton University,NJ,U.S.A.
  • 6. •Born on 1942 in Aberdeen,U.K. •Ph.D. in 1969 from Oxford University •Professor of Physics at Brown University,Providence,RI,U.S.A.
  • 7. Necessity of this invention (Necessity is the mother of invention) History
  • 9. EXPERIMENT OF KLITZING An ultrathin piece of Si Supercooled Ran an electric current Exposed to high magnetic field Si become conductor and Electric field increase as multiples of integers(Quantum Hall Effect)
  • 10. Criticism by other mathematicians • The atom had no room to move which is a requirement for phase transition and in turn form conductance • Thermal fluctuation distroy all order in matter
  • 11. EXPLANATION BY NOBEL DISCOVERY KT Transition – •Rather than move up and down silicon atoms in the sheet were swirling like a vortex •At low temperature vortices form pair and when temperature rises they move away but order not distroy
  • 12.
  • 13. ANSWERED BY TOPOLOGY •Topology is a branch of mathematics that describes properties that change step- wise •Topology describes the properties that remain entact when an object is stretched ,twisted or deformed,but not if it is torn apart
  • 14.
  • 15. Similarly Electrical Conductance found in the Quantum Hall Effect changes in steps that are exact multiples of an integer
  • 16. BENEFITS OF THIS NOBEL DISCOVERY •Explain strange phenomena in unusual phases of matter •Created new perspectives on the development of innovative materials