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引力

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作者[美]哈蒂(Hartle J.B.) 著

出版社世界图书出版公司

出版时间2008-09

版次1

装帧平装

上书时间2024-01-03

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图书标准信息
  • 作者 [美]哈蒂(Hartle J.B.) 著
  • 出版社 世界图书出版公司
  • 出版时间 2008-09
  • 版次 1
  • ISBN 9787506291781
  • 定价 89.00元
  • 装帧 平装
  • 开本 16开
  • 纸张 胶版纸
  • 页数 582页
  • 正文语种 英语
【内容简介】
  Einstein的广义相对论是现代物理的基石。它包括了大量讲述时空的前沿话题,黑洞、重力波以及宇宙学。随着广义相对论越来越成为同时代物理和天文学的中心,其在本科教育中的地位也显得尤为重要。这本全新的教材很适合本科生作为了解该课程的基础理论。物理优先、数学理论尽可能少、大量的应用实例,作者为物理学家和对该学科感兴趣的读者自然顺畅的讲述了这门学科。
  读者对象:《引力》适用于物理专业的本科生,研究生以及对该学科感兴趣的广大读者。
  目次:(第一部分)牛顿物理和狭义相对论中的时空:引力物理;几何作为物理;牛顿物理中的空间;时间和引力;狭义相对论原理;狭义相对论力学;(第二部分)广义相对论的弯曲时空:引力作为几何;弯曲时空的描述;测地线;球形星体外的几何;广义相对论的太阳系检验;实用相对论引力;引力坍缩和黑洞;天体物理学黑洞;微小转动;旋转黑洞;引力波;宇宙观察;宇宙学模型;什么是宇宙以及为什么;(第三部分)Einstein方程:数学部分;曲率和Einstein方程;曲率源;引力波发射;相对论星体。
【目录】
Preface
PARTISPACEANDTIMEINNEWTONIAN PHYSICSANDSPECIALRELATIVITY
1GravitationalPhysics
2GeometryasPhysics
2.1GravityIsGeometry
2.2ExperimentsinGeometry
2.3DifferentGeometries
2.4SpecifyingGeometry
2.5CoordinatesandLineElement
2.6CoordinatesandInvariance

3Space,Time,andGravityin NewtonianPhysics
3.1InertialFrames
3.2ThePrincipleofRelativity
3.3NewtonianGravity
3.4GravitationalandInertialMass
3.5VariationalPrincipleforNewtonianMechanics

4PrinciplesofSpecialRelativity
4.1TheAdditionofVelocitiesandtheMichelson-MorleyExperiment
4.2EinsteinsResolutionandItsConsequences
4.3Spacetime
4.4TimeDilationandtheTwinParadox
4.5LorentzBoosts
4.6Units

5SpecialRelativisticMechanics
5.1Four-Vectors
5.2SpecialRelativisticKinematics
5.3SpecialRelativisticDynamics
5.4VariationalPrincipleforFreeParticleMotion
5.5LightRays
5.6ObserversandObservations

PARTⅡTHECURVEDSPACETIMESOFGENERALRELATIVITY
6GravityasGeometry
6.1TestingtheEqualityofGravitationalandInertialMass
6.2TheEquivalencePrinciple
6.3ClocksinaGravitationalField
6.4TheGlobalPositioningSystem
6.5SpacetimeIsCurved
6.6NewtonianGravityinSpacetimeTerms

7TheDescriptionofCurvedSpacetime
7.1Coordinates
7.2Metric
7.3TheSummationConvention
7.4LocalInertialFrames
7.5LightConesandWorldLines
7.6Length,Area,Volume,andFour-VolumeforDiagonMetrics
7.7EmbeddingDiagramsandWormholes
7.8VectorsinCurvedSpacetime
7.9Three-DimensionalSurfacesinFour-Dimensional Spacetime

8Geodesics
8.1TheGeodesicEquation
8.2SolvingtheGeodesicEquation——-Symmetriesand ConservationLaws
8.3NullGeodesics
8.4LocalInertialFramesandFreelyFallingFrames

9TheGeometryOutsideaSphericalStar
9.1SchwarzschildGeometry
9.2TheGravitationalRedshift
9.3ParticleOrbits——PrecessionofthePerihelion
9.4LightRayOrbits——TheDeflectionandTimeDelayofLight

10SolarSystemTestsofGeneralRelativity
10.1GravitationalRedshift
10.2PPNParameters
10.3MeasurementsofthePPNParametery
10.4MeasurementofthePPNParameterB-PrecessionofMercurysPerihelion

11RelativisticGravityinAction
11.1GravitationalLensing
11.2AccretionDisksAroundCompactObjects
11.3BinaryPulsars

12GravitationalCollapseandBlackHoles
12.1TheSchwarzschildBlackHole
12.2CollapsetoaBlackHole
12.3Kruskal-SzekeresCoordinates
12.4NonsphericalGravitationalCollapse

13AstrophysicalBlackHoles
13.1BlackHolesinX-RayBinaries
13.2BlackHolesinGalaxyCenters
13.3QuantumEvaporationofBlackHoles——HawkingRadiation

14ALittleRotation
14.1RotationalDraggingofInertialFrames
14.2GyroscopesinCurvedSpacetime
14.3GeodeticPrecession
14.4SpacetimeOutsideaSlowlyRotatingSphericalBody
14.5GyroscopesintheSpacetimeofaSlowlyRotatingBody
14.6GyrosandFreelyFallingFrames

15RotatingBlackHoles
15.1CosmicCensorship
15.2TheKerrGeometry
15.3TheHorizonofaRotatingBlackHole
15.4OrbitsintheEquatorialPlane
15.5TheErgosphere

16GravitationalWaves
16.1ALinearizedGravitationalWave
16.2DetectingGravitationalWaves
16.3GravitationalWavePolarization
16.4GravitationalWaveInterferometers
16.5TheEnergyinGravitationalWaves

17TheUniverseObserved
17.1TheCompositionoftheUniverse
17.2TheExpandingUniverse
17.3MappingtheUniverse

18CosmologicalModels
18.1Homogeneous,IsotropicSpacetimes
18.2TheCosmologicalRedshift
18.3Matter,Radiation,andVacuum
18.4EvolutionoftheFlatFRWModels
18.5TheBigBangandAgeandSizeoftheUniverse
18.6SpatiallyCurvedRobertson-WalkerMetrics
18.7DynamicsoftheUniverse

19WhichUniverseandWhy?
19.1SurveyingtheUniverse
19.2ExplainingtheUniverse

PARTIIITHEEINSTEINEQUATION
20ALittleMoreMath
20.1Vectors
20.2DualVectors
20.3Tensors
20.4TheCovariantDerivative
20.5FreelyFallingFramesAgain

21CurvatureandtheEinsteinEquation
21.1TidalGravitationalForces
21.2EquationofGeodesicDeviation
21.3RiemannCurvature
21.4TheEinsteinEquationinVacuum
21.5LinearizedGravity

22TheSourceofCurvature
22.1Densities
22.2Conservation
22.2ConservationofEnergy-Momentum
22.3TheEinsteinEquation
22.4TheNewtonianLimit

23GravitationalWaveEmission
23.1TheLinearizedEinsteinEquationwithSources
23.2SolvingtheWaveEquationwithaSource
23.3TheGeneralSolutionofLinearizedGravity
23.4ProductionofWeakGravitationalWaves
23.5GravitationalRadiationfromBinaryStars
23.6TheQuadrupoleFormulafortheEnergyLossinGravitationalWaves
23.7EffectsofGravitationalRadiationDetectedinaBinaryPulsar
23.8StrongSourceExpectations

24RelativisticStars
24.1ThePowerofthePauliPrinciple
24.2RelativisticHydrostaticEquilibrium
24.3StellarModels
24.4MatterinItsGroundState
24.5Stability
24.6BoundsontheMaximumMassofNeutronStars

APPENDIXES
AUnits
A.1UnitsinGeneral
A.2UnitsEmployedinthisBook
BCurvatureQuantities
CCurvatureandtheEinsteinEquation
DPedagogicalStrategy
D.1PedagogicalPrinciples
D.2Organization
D.3ConstructingCourses
Bibliography
Index
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