期刊文献+

一种基于额外维度模型的对称破缺机制

A Symmetry Breaking Mechanism Based on Extra Dimension Model
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摘要 首先讨论了额外空间维度模型的基本架构,当额外空间有如线段一般的边界时,通过边界条件的定义,可以建立一个新的对称破缺机制.本文给出了一种从额外维度模型出发,通过边界条件的定义建立对称破缺机制的简单方法. The framework of extra space dimensional model -like are existed , a new symmetry breaking mechanism are discussed first. While a boundary of segment can be established with defining of the boundary conditions. This article shows up a simple method of symmetry breaking mechanism which embark from the extra dimensional model and through boundary condition definition.
出处 《重庆文理学院学报(自然科学版)》 2007年第3期19-22,共4页 Journal of Chongqing University of Arts and Sciences
关键词 额外维度 对称性 对称破缺 extra dimension symmetry symmetry breaking
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  • 1强子对撞机超预期或发现四维空间之外额外维度[J].大学(指南),2011(1):71-71.
  • 2Extra Dimensions[J].Chinese Physics C,2014,38(9):1637-1648.
  • 3美物理学家成功研制出黑洞模拟器[J].物理通报,2008,29(11):3-3.
  • 4StephenHawking 戴柬.膜的新奇世界[J].数学译林,2002,21(3):193-197.
  • 5新闻拼盘[J].记者观察(上),2010(12):4-7. 被引量:1
  • 6大型强子对撞机或将发现额外维度[J].大众科技,2011(1):11-12.
  • 7李希国,贾贝.与额外维相关的膜宇宙模型[J].原子核物理评论,2011,28(3):276-289. 被引量:3
  • 8葛飞飞,翟向华.满足螺旋边界条件的额外维存在时的标量场Casimir效应(英文)[J].上海师范大学学报(自然科学版),2012,41(6):559-564.
  • 9K.A.Olive,K.Agashe,C.Amsler,M.Antonelli,J.-F.Arguin,D.M.Asner,H.Baer,H.R.Band,R.M.Barnett,T.Basaglia,C.W.Bauer,J.J.Beatty,V.I.Belousov,J.Beringer,G.Bernardi,S.Bethke,H.Bichsel,O.Biebe,E.Blucher,S.Blusk,G.Brooijmans,O.Buchmueller,V.Burkert,M.A.Bychkov,R.N.Cahn,M.Carena,A.Ceccucci,A.Cerr,D.Chakraborty,M.-C.Chen,R.S.Chivukula,K.Copic,G.Cowan,O.Dahl,G.D'Ambrosio,T.Damour,D.de Florian,A.de Gouvea,T.DeGrand,P.de Jong,G.Dissertor,B.A.Dobrescu,M.Doser,M.Drees,H.K.Dreiner,D.A.Edwards,S.Eidelman,J.Erler,V.V.Ezhela,W.Fetscher,B.D.Fields,B.Foster,A.Freitas,T.K.Gaisser,H.Gallagher,L.Garren,H.-J.Gerber,G.Gerbier,T.Gershon,T.Gherghetta,S.Golwala,M.Goodman,C.Grab,A.V.Gritsan,C.Grojean,D.E.Groom,M.Grnewald,A.Gurtu,T.Gutsche,H.E.Haber,K.Hagiwara,C.Hanhart,S.Hashimoto,Y.Hayato,K.G.Hayes,M.Heffner,B.Heltsley,J.J.Hernandez-Rey,K.Hikasa,A.Hocker,J.Holder,A.Holtkamp,J.Huston,J.D.Jackson,K.F.Johnson,T.Junk,M.Kado,D.Karlen,U.F.Katz,S.R.Klein,E.Klempt,R.V.Kowalewski,F.Krauss,M.Kreps,B.Krusche,Yu.V.Kuyanov,Y.Kwon,O.Lahav,J.Laiho,P.Langacker,A.Liddle,Z.Ligeti,C.-J.Lin,T.M.Liss,L.Littenberg,K.S.Lugovsky,S.B.Lugovsky,F.Maltoni,T.Mannel,A.V.Manohar,W.J.Marciano,A.D.Martin,A.Masoni,J.Matthews,D.Milstead,P.Molaro,K.Monig,F.Moortgat,M.J.Mortonson,H.Murayama,K.Nakamura,M.Narain,P.Nason,S.Navas,M.Neubert,P.Nevski,Y.Nir,L.Pape,J.Parsons,C.Patrignani,J.A.Peacock,M.Pennington,S.T.Petcov,Kavli IPMU,A.Piepke,A.Pomarol,A.Quadt,S.Raby,J.Rademacker,G.Raffel,B.N.Ratcliff,P.Richardson,A.Ringwald,S.Roesler,S.Rolli,A.Romaniouk,L.J.Rosenberg,J,L.Rosner,G.Rybka,C.T.Sachrajda,Y.Sakai,G.P.Salam,S.Sarkar,F.Sauli,O.Schneider,K.Scholberg,D.Scott,V.Sharma,S.R.Sharpe,M.Silari,T.Sjostrand,P.Skands,J.G.Smith,G.F.Smoot,S.Spanier,H.Spieler,C.Spiering,A.Stahl,T.Stanev,S.L.Stone,T.Sumiyoshi,M.J.Syphers,F.Takahashi,M.Tanabashi,J.Terning,L.Tiator,M.Titov,N.P.Tkachenko,N.A.Tornqvist,D.Tovey,G.Valencia,G.Venanzoni,M.G.Vincter,P.Vogel,A.Vogt,S.P.Wakely,W.Walkowiak,C.W.Walter,D.R.Ward,G.Weiglein,D.H.Weinberg,E.J.Weinberg,M.White,L.R.Wiencke,C.G.Wohl,L.Wolfenstein,J.Womersley,C.L.Woody,R.L.Workman,A.Yamamoto,W.-M.Yao,G.P.Zeller,O.V.Zenin,J.Zhang,R.-Y.Zhu,F.Zimmermann,P.A.Zyla,G.Harper,V.S.Lugovsky,P.Schaffner.SEARCHES FOR MONOPOLES,SUPERSYMMETRY,TECHNICOLOR,COMPOSITENESS,EXTRA DIMENSIONS,etc.[J].Chinese Physics C,2014,38(9):94-95.
  • 10史蒂芬.霍金,戴柬,朱重远.膜的新奇世界[J].物理,2003,32(1):1-5. 被引量:2

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