Matches in SemOpenAlex for { <https://semopenalex.org/work/W2011695846> ?p ?o ?g. }
- W2011695846 endingPage "n/a" @default.
- W2011695846 startingPage "n/a" @default.
- W2011695846 abstract "[1] Linear kinetic dispersion theory for electromagnetic fluctuations in a homogeneous, magnetized, collisionless plasma is used to study the properties of an ion Bernstein mode instability driven by a proton velocity distribution fp(v) such that ∂fp(ν⊥)/∂ν⊥ > 0, where ⊥ denotes directions perpendicular to the background magnetic field Bo. Here fp(v) = f1(ν) − f2(ν), where f1 and f2 are Maxwellian velocity distributions with slightly different densities and temperatures; plasma parameters are taken from magnetospheric observations. Then the growth rate of this instability has relative maxima at ωr ≃ nΩp, where n = 1, 2, 3, … and Ωp is the proton cyclotron frequency; wave vector k at 0 < k∥ ≪ k⊥, where ∥ and ⊥ denote the directions parallel and perpendicular to Bo; and wavelengths of the order of or smaller than the proton gyroradius. The maximum instability growth rate is a monotonically decreasing function of the electron-to-proton temperature ratio but has its largest value at an intermediate value of the proton β (∼0.5 for the parameters considered here)." @default.
- W2011695846 created "2016-06-24" @default.
- W2011695846 creator A5030018787 @default.
- W2011695846 creator A5077501111 @default.
- W2011695846 creator A5088257909 @default.
- W2011695846 creator A5091505012 @default.
- W2011695846 date "2010-12-01" @default.
- W2011695846 modified "2023-10-18" @default.
- W2011695846 title "Ion Bernstein instability in the terrestrial magnetosphere: Linear dispersion theory" @default.
- W2011695846 cites W1499480006 @default.
- W2011695846 cites W1973484194 @default.
- W2011695846 cites W1974828018 @default.
- W2011695846 cites W1975373447 @default.
- W2011695846 cites W1981341747 @default.
- W2011695846 cites W1993020037 @default.
- W2011695846 cites W2004339415 @default.
- W2011695846 cites W2012758828 @default.
- W2011695846 cites W2016665039 @default.
- W2011695846 cites W2023129032 @default.
- W2011695846 cites W2029897813 @default.
- W2011695846 cites W2031122963 @default.
- W2011695846 cites W2032296225 @default.
- W2011695846 cites W2043513568 @default.
- W2011695846 cites W2060096673 @default.
- W2011695846 cites W2064820142 @default.
- W2011695846 cites W2067179828 @default.
- W2011695846 cites W2068358162 @default.
- W2011695846 cites W2070045472 @default.
- W2011695846 cites W2075302139 @default.
- W2011695846 cites W2077231309 @default.
- W2011695846 cites W2085786936 @default.
- W2011695846 cites W2102895323 @default.
- W2011695846 cites W2133871322 @default.
- W2011695846 cites W2139448968 @default.
- W2011695846 cites W2147816768 @default.
- W2011695846 cites W2149803927 @default.
- W2011695846 doi "https://doi.org/10.1029/2010ja015965" @default.
- W2011695846 hasPublicationYear "2010" @default.
- W2011695846 type Work @default.
- W2011695846 sameAs 2011695846 @default.
- W2011695846 citedByCount "71" @default.
- W2011695846 countsByYear W20116958462012 @default.
- W2011695846 countsByYear W20116958462013 @default.
- W2011695846 countsByYear W20116958462014 @default.
- W2011695846 countsByYear W20116958462015 @default.
- W2011695846 countsByYear W20116958462016 @default.
- W2011695846 countsByYear W20116958462017 @default.
- W2011695846 countsByYear W20116958462018 @default.
- W2011695846 countsByYear W20116958462019 @default.
- W2011695846 countsByYear W20116958462020 @default.
- W2011695846 countsByYear W20116958462021 @default.
- W2011695846 countsByYear W20116958462022 @default.
- W2011695846 countsByYear W20116958462023 @default.
- W2011695846 crossrefType "journal-article" @default.
- W2011695846 hasAuthorship W2011695846A5030018787 @default.
- W2011695846 hasAuthorship W2011695846A5077501111 @default.
- W2011695846 hasAuthorship W2011695846A5088257909 @default.
- W2011695846 hasAuthorship W2011695846A5091505012 @default.
- W2011695846 hasBestOaLocation W20116958461 @default.
- W2011695846 hasConcept C121332964 @default.
- W2011695846 hasConcept C130443932 @default.
- W2011695846 hasConcept C145148216 @default.
- W2011695846 hasConcept C184779094 @default.
- W2011695846 hasConcept C185544564 @default.
- W2011695846 hasConcept C186603090 @default.
- W2011695846 hasConcept C202579712 @default.
- W2011695846 hasConcept C207821765 @default.
- W2011695846 hasConcept C26873012 @default.
- W2011695846 hasConcept C39527238 @default.
- W2011695846 hasConcept C54516573 @default.
- W2011695846 hasConcept C60034648 @default.
- W2011695846 hasConcept C62520636 @default.
- W2011695846 hasConcept C82706917 @default.
- W2011695846 hasConcept C91571402 @default.
- W2011695846 hasConceptScore W2011695846C121332964 @default.
- W2011695846 hasConceptScore W2011695846C130443932 @default.
- W2011695846 hasConceptScore W2011695846C145148216 @default.
- W2011695846 hasConceptScore W2011695846C184779094 @default.
- W2011695846 hasConceptScore W2011695846C185544564 @default.
- W2011695846 hasConceptScore W2011695846C186603090 @default.
- W2011695846 hasConceptScore W2011695846C202579712 @default.
- W2011695846 hasConceptScore W2011695846C207821765 @default.
- W2011695846 hasConceptScore W2011695846C26873012 @default.
- W2011695846 hasConceptScore W2011695846C39527238 @default.
- W2011695846 hasConceptScore W2011695846C54516573 @default.
- W2011695846 hasConceptScore W2011695846C60034648 @default.
- W2011695846 hasConceptScore W2011695846C62520636 @default.
- W2011695846 hasConceptScore W2011695846C82706917 @default.
- W2011695846 hasConceptScore W2011695846C91571402 @default.
- W2011695846 hasIssue "A12" @default.
- W2011695846 hasLocation W20116958461 @default.
- W2011695846 hasOpenAccess W2011695846 @default.
- W2011695846 hasPrimaryLocation W20116958461 @default.
- W2011695846 hasRelatedWork W1985649273 @default.
- W2011695846 hasRelatedWork W1995943141 @default.
- W2011695846 hasRelatedWork W2016329769 @default.
- W2011695846 hasRelatedWork W2034461110 @default.
- W2011695846 hasRelatedWork W2050106183 @default.