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Critical phenomena / Mathematics / Bak–Tang–Wiesenfeld sandpile / Avalanche / Self-organized criticality / Power law / Relaxation / Laplace transform / Mathematical analysis / Self-organization / Physics


PHYSICAL REVIEW E 66, 011302 共2002兲 Avalanche structure in a running sandpile model B. A. Carreras and V. E. Lynch Oak Ridge National Laboratory, Oak Ridge, Tennessee[removed]
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Document Date: 2014-03-19 19:36:44

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File Size: 195,64 KB

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City

Madrid / Fairbanks / /

Company

UT-Battelle LLC / Oak Ridge National Laboratory / /

Country

Spain / /

Currency

pence / USD / /

Event

Natural Disaster / Person Communication and Meetings / /

Facility

V. E. Lynch Oak Ridge National Laboratory / University of Alaska / /

IndustryTerm

magnetic confinement devices / cellular automata algorithm / /

NaturalFeature

PDF fall / /

Organization

U.S. Department of Energy / D. E. Newman Department of Physics / B. A. Carreras and V. E. Lynch Oak Ridge National Laboratory / U.S. Securities and Exchange Commission / University of Alaska / /

Person

de Investigacio / Carlos III / M. N. Medvedev / Barbara Drossel / SANCHEZ FIG / P. H. Diamond / D. Newman / W. Ferenbaugh / B. A. Carreras / D. E. Newman / R. Sanchez / /

Position

simple statistical model for the avalanches / Direccio´n General / model described / /

Product

Eqs / /

ProvinceOrState

Tennessee / Alaska / /

Technology

S/n / cellular automata algorithm / PDF / /

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