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Phase Slip Fluctuations in Low-Dimensional Superconductors: A Numerical Study Using the String Method - Qiu Chunyin
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Phase Slip Fluctuations in Low-Dimensional Superconductors: A Numerical Study Using the String Method - Taschenbuch

ISBN: 3639176855

Paperback, [EAN: 9783639176858], VDM Verlag, VDM Verlag, Book, [PU: VDM Verlag], VDM Verlag, The superconductivity in low-dimensional superconductors has been of theoretical and experimental interest for nearly half a century. According to the Mermin-Wagner theorem, superconducting long-range order can not be stabilized in strictly low-dimensional systems at any finite temperature. But how exactly is the superconductivity extinguished in such reduced systems? In general, the phase slip picture is used to describe the current dissipation process. An analytic solution can be found from the famous LAMH theory. However, the theory is only suitable for the perfect one-dimensional superconducting wire systems. As a supplementary, in the book we introduce a powerful numerical tool, i.e., the string method, to numerically study such phase slip events. In particular, the systems out of the scope of the LAMH theory are studied in details., 14545, Physics, 14547, Acoustics & Sound, 16052391, Applied, 13445, Astrophysics, 13514, Biophysics, 13567, Chaos Theory, 16052341, Chemical Physics, 13449, Cosmology, 14554, Dynamics, 226697, Electromagnetism, 13839, Electron Microscopy, 52215011, Energy, 52164011, Engineering, 16052121, Entropy, 226502, Gas Mechanics, 13605, Geophysics, 14561, Gravity, 14563, Light, 14567, Mathematical Physics, 14569, Mechanics, 13850, Microscopy, 14573, Nanostructures, 14576, Nuclear Physics, 14589, Optics, 16052671, Quantum Chemistry, 14581, Quantum Theory, 14592, Relativity, 14585, Solid-State Physics, 14596, System Theory, 14598, Time, 14601, Waves & Wave Mechanics, 75, Science & Math, 1000, Subjects, 283155, Books

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Phase Slip Fluctuations in Low-Dimensional Superconductors: A Numerical Study Using the String Method - Qiu Chunyin
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Phase Slip Fluctuations in Low-Dimensional Superconductors: A Numerical Study Using the String Method - Taschenbuch

ISBN: 3639176855

Paperback, [EAN: 9783639176858], VDM Verlag, VDM Verlag, Book, [PU: VDM Verlag], VDM Verlag, 952214, Physics, 952216, Acoustics & Sound, 952076, Astrophysics, 952100, Biophysics, 952154, Chaos & Systems, 952218, Dynamics, 952220, Electromagnetism, 952222, Energy, 952254, Geophysics, 952226, Gravity, 952228, Light, 952212, Mathematical Physics, 952230, Mechanics, 952232, Molecular Physics, 952234, Nanostructures, 952236, Nuclear Physics, 952238, Optics, 952240, Quantum Theory, 952242, Relativity, 952244, Solid State Physics, 952246, Statics, 952248, System Theory, 952250, Time, 952252, Waves & Wave Mechanics, 952050, Professional Science, 950756, Professional & Technical, 927726, Subjects, 916520, Books, 956718, Physics, 956720, Acoustics & Sound, 16060421, Applied, 956764, Astrophysics, 956762, Biophysics, 956530, Chaos & Systems, 16059551, Chemical Physics, 956722, Cosmology, 956724, Dynamics, 956760, Electromagnetism, 956378, Electron Microscopy, 956726, Energy, 106447011, Engineering, 16060371, Entropy, 16060431, Fluid Mechanics, 16060441, Gas Mechanics, 956318, Geophysics, 956730, Gravity, 956732, Light, 956534, Mathematical Physics, 956734, Mechanics, 956388, Microscopy, 956736, Molecular Physics, 956738, Nanostructures, 956758, Nuclear Physics, 956740, Optics, 16059371, Quantum Chemistry, 956754, Quantum Theory, 956742, Relativity, 956756, Solid-State Physics, 16060381, Spectroscopy, 956744, Statics, 16059391, Surface Physics, 956748, System Theory, 956396, Time, 956750, Waves & Wave Mechanics, 956280, Science & Math, 927726, Subjects, 916520, Books

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Phase Slip Fluctuations in Low-Dimensional Superconductors - A Numerical Study Using the String Method - Taschenbuch

2009

ISBN: 9783639176858

[ED: Taschenbuch / Paperback], [PU: VDM Verlag Dr. Müller], The superconductivity in low-dimensional superconductors has been of theoretical and experimental interest for nearly half a century. According to the Mermin-Wagner theorem, superconducting long-range order can not be stabilized in strictly low-dimensional systems at any finite temperature. But how exactly is the superconductivity extinguished in such reduced systems? In general, the phase slip picture is used to describe the current dissipation process. An analytic solution can be found from the famous LAMH theory. However, the theory is only suitable for the perfect one-dimensional superconducting wire systems. As a supplementary, in the book we introduce a powerful numerical tool, i.e., the string method, to numerically study such phase slip events. In particular, the systems out of the scope of the LAMH theory are studied in details., [SC: 0.00], Neuware, gewerbliches Angebot

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Phase Slip Fluctuations in Low-Dimensional  Superconductors - Qiu Chunyin
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ISBN: 9783639176858

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The superconductivity in low-dimensional superconductors has been of theoretical and experimental interest for nearly half a century. According to the Mermin-Wagner theorem, superconducting long-range order can not be stabilized in strictly low-dimensional systems at any finite temperature. But how exactly is the superconductivity extinguished in such reduced systems? In general, the phase slip picture is used to describe the current dissipation process. An analytic solution can be found from the famous LAMH theory. However, the theory is only suitable for the perfect one-dimensional superconducting wire systems. As a supplementary, in the book we introduce a powerful numerical tool, i.e., the string method, to numerically study such phase slip events. In particular, the systems out of the scope of the LAMH theory are studied in details. Bücher / Naturwissenschaften, Medizin, Informatik & Technik / Physik & Astronomie, [PU: VDM Verlag Dr. Müller, Saarbrücken]

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Phase Slip Fluctuations in Low-Dimensional Superconductors: A Numerical Study Using the String Method - Qiu Chunyin
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Phase Slip Fluctuations in Low-Dimensional Superconductors: A Numerical Study Using the String Method - Taschenbuch

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Paperback, [EAN: 9783639176858], VDM Verlag, VDM Verlag, Book, [PU: VDM Verlag], 2009-07-08, VDM Verlag, 922844, Theoretical Physics, 278409, Physics, 57, Science & Nature, 1025612, Subjects, 266239, Books, 922952, Physics, 277889, Cosmology, 278439, Relativity, 922868, Popular Science, 57, Science & Nature, 1025612, Subjects, 266239, Books, 564354, Physics, 571024, Applied Physics, 570990, Electricity, Magnetism & Electromagnetism, 571010, Mechanics, 570994, Particle Physics, 571004, Quantum Mechanics, 570600, Theoretical Physics, 564334, Scientific, Technical & Medical, 1025612, Subjects, 266239, Books

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Phase Slip Fluctuations in Low-Dimensional Superconductors
Autor:

Chunyin, Qiu

Titel:

Phase Slip Fluctuations in Low-Dimensional Superconductors

ISBN-Nummer:

9783639176858

The superconductivity in low-dimensional superconductors has been of theoretical and experimental interest for nearly half a century. According to the Mermin-Wagner theorem, superconducting long-range order can not be stabilized in strictly low-dimensional systems at any finite temperature. But how exactly is the superconductivity extinguished in such reduced systems? In general, the phase slip picture is used to describe the current dissipation process. An analytic solution can be found from the famous LAMH theory. However, the theory is only suitable for the perfect one-dimensional superconducting wire systems. As a supplementary, in the book we introduce a powerful numerical tool, i.e., the string method, to numerically study such phase slip events. In particular, the systems out of the scope of the LAMH theory are studied in details.

Detailangaben zum Buch - Phase Slip Fluctuations in Low-Dimensional Superconductors


EAN (ISBN-13): 9783639176858
ISBN (ISBN-10): 3639176855
Gebundene Ausgabe
Taschenbuch
Erscheinungsjahr: 2009
Herausgeber: Vdm Verlag Dr. Müller

Buch in der Datenbank seit 31.07.2009 22:19:54
Buch zuletzt gefunden am 18.03.2017 21:13:02
ISBN/EAN: 9783639176858

ISBN - alternative Schreibweisen:
3-639-17685-5, 978-3-639-17685-8

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