1、武漢科技大學(xué)碩士學(xué)位論文非平坦時(shí)空中相對(duì)論性的玻色子和費(fèi)米子姓名：丁兆龍申請(qǐng)學(xué)位級(jí)別：碩士專業(yè)：應(yīng)用數(shù)學(xué)指導(dǎo)教師：邵亮20081028第1I頁(yè)武漢科技大學(xué)碩士學(xué)位論文AbstractThisarticlefocusesonthespinparticlesinaclassofcurvedspacetimeintheequationsofmotionanditssystemofconservationKlein—Gordonequation

2、andDiracequationwithsimpleformsoftheuniversalexpressbosonsandfermionsinthefield，isapowerfultooltothegravitationalfieldofstudyInthehorizontalzeromomentum，forthedifferenttypesofcurvedspace—time，accurateanalyticalformtothei

3、ntrinsicwavefunctionsofbosonsandfermionshavebeengotTheeigenvaluesolutionsarealsodividedintoanalyticalandnumericalsolutionmethodsInthispaperanalyticalmethodsistocalculatetheintrinsicequationofspinparticle，anumericalstudyo

4、ftheirintrinsicvalueofenergyBythedefinitionofthefourdimensionalmomentumoperatorthispaperdemonstratsthat，inthenon—flatspace—timebackground，theflowprobabilityconservationlawistureforthespin—particlesThein—depthstudyforthem

5、ovementofparticlesinthecurvedspace—timehasanimportantsignificanceofmathematicsandphysicalmeaningThefulltextisdividedintofivechapters：ChapterI，IntroductionThischapterintroducesthetheoryofspinparticlesonthestudyofthehistor

6、yoftheprogressandmajorachievements，andbriefsthebasictheoriestothecalculationofequationsofmotiontothespinparticlesinacurvedspace—timebackgroundChapterII，SpinparticlesinthebackgroundofthecurvedspacetimeThemetrictensorofRie

7、mannspaceisusedtostudyequationsofmotionofthespinparticlesinacurvedspace—timeCalculationshavebeenusedfortheKleinGordonequationandDiracequationthroughdifferenttypesofcurvedspacetimeInthecalculationoftheDiracequation，wefirs

8、tintroducedthespinaboutthenatureofthecontactwiththeframefieldcurvaturetensorandtoexploretheuseofsymbolsChristofellmetricscalarcurvatureoftheparticleandthegeodesicequation，Andtheuseofspinandtheequivalenceprincipleachieves

9、DiracequationChapterIII，Calculationtointrinsicvaluesofspin—particlesInaclassofspecialboundaryconditions，WecalculatethewavefunctionsandenergyintrinsicvaluesaboutspinparticlesIntheresults，Theeigenvaluesofbosonsandfermionsa

10、recomparedandanalyzedChapterIV，Theparticle’Ssymmetryandconservationincurvedbackgroundspace—timeFirstofall，thischapterreviewsthequantummechanicsofthelawofconservationofprobabilityflowThen，ananalysisofquantumfieldtheoryofp

11、robabilityflowismadeSubsequentlywemakesuchclassicconclusionsintothecurvedspace—timeinordertogetamoregeneralconclusionsabouttheparticlenumberconservationFinallywealsostudytheconservationlawabouttheparityoperatorinthecurve