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ID:39410943
大小:1.40 MB
页数:103页
时间:2019-07-02
《Numerical-Methods-in-Quantum-Mechanics》由会员上传分享,免费在线阅读,更多相关内容在学术论文-天天文库。
1、LecturenotesNumericalMethodsinQuantumMechanicsCorsodiLaureaMagistraleinFisicaInterateneoTrieste{UdineAnnoaccademico2012/2013PaoloGiannozziUniversityofUdineContainssoftwareandmaterialwrittenbyFurioErcolessi1andStefanodeGironcoli21FormerlyatUniversityofUdine2SISSA-Trieste
2、LastmodiedMay23,2013ContentsIntroduction10.1AboutSoftware............................10.1.1Compilers...........................10.1.2VisualizationTools......................20.1.3MathematicalLibraries...................20.1.4PitfallsinC-Fortraninterlanguagecalls.......
3、...30.2Bibliography.............................41One-dimensionalSchr•odingerequation51.1Theharmonicoscillator.......................51.1.1Units.............................61.1.2Exactsolution........................61.1.3Comparisonwithclassicalprobabilitydensity.......
4、81.2Quantummechanicsandnumericalcodes:someobservations..91.2.1Quantization.........................91.2.2Apitfall:pathologicalasymptoticbehavior........91.3Numerov'smethod..........................101.3.1Code:harmonic0.......................121.3.2Code:harmonic1........
5、...............131.3.3Laboratory..........................152Schr•odingerequationforcentralpotentials162.1Variableseparation..........................162.1.1Radialequation........................182.2Coulombpotential..........................182.2.1Energylevels.........
6、................202.2.2Radialwavefunctions....................202.3Code:hydrogenradial........................212.3.1Logarithmicgrid.......................212.3.2Improvingconvergencewithperturbationtheory.....222.3.3Laboratory..........................243Scatteringfroma
7、potential253.1Shortreminderofthetheoryofscattering.............253.2ScatteringofHatomsfromraregases...............273.2.1DerivationofVanderWaalsinteraction..........27i3.3Code:crossection...........................283.3.1Laboratory..........................304TheVariati
8、onalMethod324.1VariationalPrinciple.........................324.1.1Demonstrationofthevariationalprinciple.....
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