About: Limiting probability distributions of a passive scalar in a random velocity field

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scientific article published on 01 October 1989

Attributes	Values
rdf:type	Item
description	wetenschappelijk artikel (nl) наукова стаття, опублікована в жовтні 1989 (uk) im Oktober 1989 veröffentlichter wissenschaftlicher Artikel (de) artículu científicu espublizáu n'ochobre de 1989 (ast) scientific article published on 01 October 1989 (en)
publication date	wds:Q74497879-CA44BBFF-AD04-4026-9F9F-944BA973DEB3
publication date	1989-10-01 00:00:00Z (xsd:dateTime)
language of work or name	wds:Q74497879-654FFDE9-7780-4D31-A50E-A9E5BFD06213
language of work or name	English
cites work	wds:Q74497879-0D622D02-4E8A-4BEC-B882-176DE561F2FB wds:Q74497879-6DFA40D1-CBAA-47E8-93B9-B39751D6A3D3 wds:Q74497879-842D5880-D26C-4109-A850-08B5FE61FDA5 wds:Q74497879-E86758F6-DB4A-4DED-A732-88633BECA91F
cites work	Renormalization-group analysis of turbulence Transitions to turbulence in helium gas Multifractal nature of the dissipation field of passive scalars in fully turbulent flows Chaotic fluid convection and the fractal nature of passive scalar gradients
author name string	wds:Q74497879-1A962F76-EB44-4F99-ADC8-0FCBF8865855
author name string	Yakhot V V
rdfs:label	Limiting probability distributions of a passive scalar in a random velocity field (en) Limiting probability distributions of a passive scalar in a random velocity field (nl)
skos:prefLabel	Limiting probability distributions of a passive scalar in a random velocity field (en) Limiting probability distributions of a passive scalar in a random velocity field (nl)
name	Limiting probability distributions of a passive scalar in a random velocity field (en) Limiting probability distributions of a passive scalar in a random velocity field (nl)
author	wds:Q74497879-BD1247E9-94A3-4135-81C2-37CE440D4998
author	Yakov Sinai
title	wds:Q74497879-4DABF91E-55FC-4F0D-A008-F1C64D5BF725
title	Limiting probability distributions of a passive scalar in a random velocity field (en)
page(s)	wds:Q74497879-1B0A1FE1-FC06-4A99-92F1-D6233D6BA5F5
page(s)	1962-1964
instance of	wds:Q74497879-E89C8333-608D-4846-8E7D-09A0D80714C2
instance of	scholarly article
main subject	wds:Q74497879-A1430944-5AAE-4BC3-837D-20F6DF394816
main subject	velocity
PubMed ID	wds:Q74497879-B1711F6C-77CC-4972-A963-A2F9987463E3
PubMed ID	http://rdf.ncbi.nlm.nih.gov/pubchem/reference/10040725
PubMed ID	10040725
published in	wds:Q74497879-53BA93DF-0387-4607-88D2-81F411F2657E
published in	Physical Review Letters
issue	wds:Q74497879-8BF7CBBB-B28A-4335-AEF3-337F3A9861FD
volume	wds:Q74497879-E7F40AA2-17F1-459C-A2B8-B0E178D72650
issue	18
volume	63
DOI	wds:Q74497879-362D7DF0-5EA7-4753-98B0-0B2FC70DC8B0
DOI	http://dx.doi.org/10.1103/PHYSREVLETT.63.1962
DOI	10.1103/PHYSREVLETT.63.1962
is about of	https://www.wikidata.org/wiki/Special:EntityData/Q74497879
is cites work of	Probability distributions in high-Rayleigh number Bénard convection Universal long-time properties of Lagrangian statistics in the Batchelor regime and their application to the passive scalar problem Mean-field approximation and a small parameter in turbulence theory. Probabilities for temperature differences in Rayleigh-Bénard convection Probability density of velocity increments in turbulent flows Scaling relations for a randomly advected passive scalar field Numerical simulations of soft and hard turbulence: Preliminary results for two-dimensional convection Physical model of intermittency in turbulence: Near-dissipation-range non-Gaussian statistics Fluctuations and transport in a stirred fluid with a mean gradient Probability densities of turbulent temperature fluctuations Multifractal power spectra of passive scalars convected by chaotic fluid flows Passive scalar fluctuations with and without a mean gradient: A numerical study Probability distribution function of the temperature increment in isotropic turbulence Planar isotropy of passive scalar turbulent mixing with a mean perpendicular gradient. Spatially correlated and inhomogeneous random advection Non-Gaussian distribution in random advection dynamics Non-Gaussian distributions in extended dynamical systems General relation for stationary probability density functions Non-Gaussian probability distribution of a velocity field in uniform straining-flow turbulence General formula for stationary or statistically homogeneous probability density functions Quasistationary probability density functions in the turbulent mixing of a scalar field Shape of isoshear contours in turbulent friction Regular and anomalous scaling of a randomly advected passive scalar. Generic behavior in linear systems with multiplicative noise
is cites work of	wds:Q74514597-4DF36C34-1583-4CB0-9713-33C67C888446 wds:Q74536852-DC516108-356B-4EE1-84CB-1BA4003941FE wds:Q74501370-6E74CF2F-21D0-42F2-8B39-8819176F545C wds:Q78063367-588FC105-A918-41B7-9757-80F07116125D wds:Q52042006-7D2F1865-EEA2-4170-93D1-E1FEDC07E508 wds:Q74541704-6C2E6C4F-4545-4C69-B868-AC841A65DC44 wds:Q78069286-0C31A306-600D-4918-98C1-94FA9FE4A2BA wds:Q78072795-52F2424D-EB30-4E85-9690-70F6326E48BF wds:Q52065573-2D32B387-7095-4C5D-B506-63ED1C9CE27F wds:Q60369910-6B520D49-EAF5-452A-810E-4D225F309508 wds:Q74562074-8D7E060D-9D83-42C0-BAA0-C3E1B908F951 wds:Q74515391-A09387BF-FF4B-4C9A-927E-E6BF67A22801 wds:Q74497883-FCACCE1B-7731-48AA-ACB5-0AD3FF439D51 wds:Q47893896-AE74344F-4B9D-46FF-BF8B-96AFA5742327 wds:Q77853486-3A427675-5EE0-473D-919B-070F6DF4ADAD wds:Q74508520-B4E19B23-5A17-4B4A-9AD6-81312A456D45 wds:Q74511653-774DE24B-879E-4E44-AE4A-C009AEF90EBE wds:Q78078067-5174C244-5CF5-420E-8D27-F36E00A84C0A wds:Q78059569-10DB1923-750E-45E7-B463-EA38F7A0A548 wds:Q78060354-AD891775-65BC-4613-828A-82EB753E5E80 wds:Q77854695-98247F7E-EEEF-4B41-9E64-BF8872BFAD9D wds:Q74537369-124544EB-0E03-4BA0-A71D-07D88AD539A5 wds:Q77993388-E65AD249-FFA6-4900-9B08-68DCB551D98F wds:Q74548027-4C8FA096-F1F3-4175-9234-27E0737B69F1

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