SU\G(𝔸)/K·U

C. Flannigan

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All published works
Action Title Year Authors
+ PDF Chat Electrical studies of Barkhausen switching noise in ferroelectric lead zirconate titanate (PZT) and BaTiO<sub>3</sub>: critical exponents and temperature-dependence 2019 C. Flannigan
Chao Dun Tan
J. F. Scott
+ PDF Chat Electrical studies of Barkhausen switching noise in ferroelectric PZT: Critical exponents and temperature dependence 2019 Chao Dun Tan
C. Flannigan
Jonathan Gardner
Finlay D. Morrison
E. K. H. Salje
J. F. Scott
Common Coauthors
Coauthor Papers Together
J. F. Scott 2
Chao Dun Tan 2
Jonathan Gardner 1
E. K. H. Salje 1
Finlay D. Morrison 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat Power-Law Distributions in Empirical Data 2009 Aaron Clauset
Cosma Rohilla Shalizi
M. E. J. Newman
 2
+ PDF Chat Statistical Similarity between the Compression of a Porous Material and Earthquakes 2013 Jordi Baró
Álvaro Corral
Xavi Illa
Antoni Planes
E. K. H. Salje
W. Schranz
Daniel Soto-Parra
Eduard Vives
 2
+ PDF Chat Hysteresis, avalanches, and disorder-induced critical scaling: A renormalization-group approach 1996 Karin A. Dahmen
James P. Sethna
 2
+ PDF Chat Mathematical Statistics and Data Analysis 1989 Larry Rabinowitz
John A. Rice
 2
+ PDF Chat Crackling noise 2001 James P. Sethna
Karin A. Dahmen
Christopher R. Myers
 2
+ PDF Chat Determination of the universality class of crystal plasticity 2013 Georgios Tsekenis
Jonathan T. Uhl
Nigel Goldenfeld
Karin A. Dahmen
 2
+ PDF Chat Universal power law in the noise from a crumpled elastic sheet 1996 Eric M. Kramer
Alexander E. Lobkovsky
 2
+ PDF Chat Crackling noise during failure of alumina under compression: the effect of porosity 2013 Pedro O. Castillo-Villa
Jordi Baró
Antoni Planes
E. K. H. Salje
Pathikumar Sellappan
Waltraud M. Kriven
Eduard Vives
 1
+ PDF Chat Magnitude‐dependent Omori law: Theory and empirical study 2005 Guy Ouillon
Didier Sornette
 1
+ Monotone Piecewise Cubic Interpolation 1980 F.N. Fritsch
R.E. Carlson
 1
+ PDF Chat Electrical studies of Barkhausen switching noise in ferroelectric PZT: Critical exponents and temperature dependence 2019 Chao Dun Tan
C. Flannigan
Jonathan Gardner
Finlay D. Morrison
E. K. H. Salje
J. F. Scott
 1
+ PDF Chat An ultra-low noise, high-voltage piezo-driver 2016 Neal C. Pisenti
Alessandro Restelli
Benjamin J. Reschovsky
Daniel S. Barker
Gretchen K. Campbell
 1
+ PDF Chat Universal temporal characteristics and vanishing of multifractality in Barkhausen avalanches 2017 Gustavo Zampier dos Santos Lima
Gilberto Corso
M.A. Corrêa
R.L. Sommer
Plamen Ch. Ivanov
F. Bohn
 1
+ PDF Chat Barkhausen noise probe of the ferroelectric transition in the relaxor PbMg1/3Nb2/3O3−12%PbTiO3 2017 Xinyang Zhang
Corbyn Mellinger
Eugene V. Colla
M. B. Weissman
D. Viehland
 1
+ PDF Chat Barkhausen Noise in a Relaxor Ferroelectric 2001 Eugene V. Colla
Lambert K. Chao
M. B. Weissman
 1
+ PDF Chat Universal pulse shape scaling function and exponents: Critical test for avalanche models applied to Barkhausen noise 2002 Amit P. Mehta
Andrea C. Mills
Karin A. Dahmen
James P. Sethna
 1
+ PDF Chat Physics of thin-film ferroelectric oxides 2005 Matthew Dawber
Karin M. Rabe
J. F. Scott
 1
+ PDF Chat Playing with universality classes of Barkhausen avalanches 2018 F. Bohn
Gianfranco Durin
M.A. Corrêa
Núbia Ribeiro Machado
R.D. Della Pace
C. Chesman
R.L. Sommer
 1
+ PDF Chat Studies of Barkhausen Pulses in Ferroelectrics 2018 Chao Dun Tan
Jonathan Gardner
Finlay D. Morrison
E. K. H. Salje
J. F. Scott
 1
+ Scaling and universality in avalanches 1989 Leo P. Kadanoff
Sidney R. Nagel
Lei Wu
S. Zhou
 1