Nonlinear plasma waves in an electron gas電子氣體中地非線性等離子體波.pdf

Nonlinear plasma waves in an electron gas電子氣體中地非線性等離子體波.pdf

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時(shí)間:2020-03-27

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1、JournalofPhysicsA:MathematicalandTheoreticalLETTERNonlinearplasmawavesinanelectrongasTocitethisarticle:EugeneBKolomeisky2018J.Phys.A:Math.Theor.5135LT02Viewthearticleonlineforupdatesandenhancements.ThiscontentwasdownloadedfromIPaddress117.165.40.53on03/09/2

2、018at09:02IOPJournalofPhysicsA:MathematicalandTheoreticalJ.Phys.A:Math.Theor.JournalofPhysicsA:MathematicalandTheoreticalJ.Phys.A:Math.Theor.51(2018)35LT02(8pp)https://doi.org/10.1088/1751-8121/aad14251Letter2018Nonlinearplasmawavesinanelectrongas?2018IOPPu

3、blishingLtdJPHAC5Eugene?B?KolomeiskyDepartmentofPhysics,UniversityofVirginia,POBox400714,Charlottesville,VA35LT0222904-4714,UnitedStatesofAmericaE-mail:ek6n@virginia.eduEBKolomeiskyReceived17April2018,revised14June2018Acceptedforpublication5July2018Nonlinea

4、rplasmawavesinanelectrongasPublished20July2018AbstractPrintedintheUKThenatureoftravelingwavesolutionstoequations?ofhydrodynamicsofa3DelectrongaswithparabolicdispersionlawdependsonwhetherthemotionJPAissubsonicorsupersonic.Solitonsrepresentinglocalizeddepress

5、ionsoftheelectrostaticpotentialandelectrondensityarepredictedtoexistinthesubsonicregime:atrestthesolitonsaredarkwhileinmotiontheyaregrey.10.1088/1751-8121/aad142Twotypesofperiodicwavesarefoundinthesupersonicregime:(i)smoothwaveswhosesmallamplitudelimitisdes

6、cribedbyharmonictheory,and(ii)waveswithsharptroughsandsmoothcrestsofthepotentialwiththeelectronsaccumulatinginthetroughs.1751-8121Keywords:nonlinearwaves,plasmons,solitons,electrongas(Somefigures?mayappearincolouronlyintheonlinejournal)Aninteractingelectron

7、gasinthepresenceofauniformpositivelychargedbackgroundisoneoftheparadigmsthathasframedourunderstandingofthephysicsofmetalsanddopedsemiconductors[1–3].Itprovidesareasonableapproximationtorealmaterials,correctlycap-turingtheground-stateproperties,screening,and

8、theexcitationspectrum.Long-wavelengthpropertiesoftheelectrongascanbederivedfromamacroscopictheory[4–6]thatdatesbacktoBloch’shydrodynamicgeneralizationoftheThomas–Fermitheoryofaneutralatom[7].Inthisappr

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