鲁棒控制理论教程
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作者[美]杜拉德 著
出版社世界图书出版公司
出版时间2014-07
版次1
装帧平装
货号1
上书时间2024-07-04
商品详情
- 品相描述:全新
图书标准信息
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作者
[美]杜拉德 著
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出版社
世界图书出版公司
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出版时间
2014-07
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版次
1
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ISBN
9787510077791
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定价
69.00元
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装帧
平装
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开本
24开
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纸张
胶版纸
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页数
417页
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正文语种
英语
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丛书
经典数学丛书
- 【内容简介】
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Thetextiswrittentocompriseatwo-quarterortwo-semestergraduatecourseinappliedmathematicsorengineering.Alternatively,forstudentswithbackgroundinstatespacemethods,aseriousapproachatasignificantportionofthematerialcanbeachievedinonesemester.ThematerialhasbeensuccessfullytaughtinthiscapacityduringthepastfewyearsbytheauthorsatCaltech,UniversityofWaterloo,UniversityofIllinois,andUCLA.Studentsareassumedtohavesomefamiliaritywithlinearalgebra,andotherwiseonlyadvancedcalculusandbasiccomplexanalysisarestrictlyrequired.Thepresentationstyleassumes,however,amathematicallyinclinedreader,sincewefocusonacompletetheoreticaJfoundationratherthanonapplicationexamples.
- 【目录】
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SeriesPreface
Preface
Figures
0Introduction
0.1Systemrepresentations
0.1.1Blockdiagrams
0.1.2Nonlinearequationsandlineardecompositions
0.2R,obustcontrolproblemsanduncertainty
0.2.1Stabilization
0.2.2Disturbancesandcommands
0.2.3Unmodeleddynamics
Notesandreferences
1PreliminariesinFiniteDimensionalSpace
1.1Linearspacesandmappings
1.1.1Vectorspaces
1.1.2Subspaces
1.1.3Bases,8pans,andlinearindependence
1.1.4Mappingsandmatrixrepresentations
1.1.5Changeofbasisandinvariance
1.2Subsetsandconvexity
1.2.1Somebasictopology
1.2.2Convexsets
1.3Matrixtheory
1.3.1EigenvaluesandJordanform
1.3.2Self-adjoint,unitary,andpositivedefinitematrices
1.3.3Singularvaluedecomposition
1.4Linearmatrixinequalities
Exercises
Notesandreferences
2StateSpaceSystemTheory
2.1Theautonomoussystem
2.2Controllability
2.2.1Reachability
2.2.2Propertiesofcontrollability
2.2.3Stabilizability...
2.2,4Controllabilityfromasingleinput
2.3Eigenvalueassignment
2.3.1Single-inputcase
2.3.2Multi-inputcase
2.4Observability...
2,4.1Theunobservablesubspace
2.4.2Observers
2.4.3Observer-basedControllers
2.5Minimalrealizations
2.6Transferfunctionsandstatespace
2.6.1R,ationalmatricesandstatespacerealizations
2.6.2Minimality
Exercises
Notesandreferences
3LinearAnalysis
3.1Normedandinnerproductspaces
3.1,1Completespaces
3.2Operators
3.2.1Banachalgebras
3.2.2Someelementsofspectraltheory
3.2.3AdjointoperatorsinHilbertspace
3.3Frequencydomainspaces:Signals
3.3.1Thespace/2andtheFouriertransform
3.3.2ThespacesH2andH21andtheLaplacetransform
3.3.3Summarizingthebigpicture
3.4Frequencydomainspaces:Operators
3.4.1Timeinvarianceandmultiplicationoperators
3.4.2Causalitywithtimeinvariance
……
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