Numerical Approximation of the Magnetoquasistatic Model with Uncertainties (2016)

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1、SpringerThesesRecognizingOutstandingPh.D.ResearchUlrichRömerNumericalApproximationoftheMagnetoquasistaticModelwithUncertaintiesApplicationsinMagnetDesignSpringerThesesRecognizingOutstandingPh.D.ResearchAimsandScopeTheseries“SpringerTheses”bringstogetheraselectionoftheverybestPh.D.th

2、esesfromaroundtheworldandacrossthephysicalsciences.Nominatedandendorsedbytworecognizedspecialists,eachpublishedvolumehasbeenselectedforitsscientificexcellenceandthehighimpactofitscontentsforthepertinentfieldofresearch.Forgreateraccessibilitytonon-specialists,thepublishedversionsinclud

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4、ally,itprovidesanaccrediteddocumentationofthevaluablecontributionsmadebytoday’syoungergenerationofscientists.Thesesareacceptedintotheseriesbyinvitednominationonlyandmustfulfillallofthefollowingcriteria•TheymustbewritteningoodEnglish.•ThetopicshouldfallwithintheconfinesofChemistry,Phys

5、ics,EarthSciences,EngineeringandrelatedinterdisciplinaryfieldssuchasMaterials,Nanoscience,ChemicalEngineering,ComplexSystemsandBiophysics.•Theworkreportedinthethesismustrepresentasignificantscientificadvance.•Ifthethesisincludespreviouslypublishedmaterial,permissiontoreproducethismustb

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7、otexpertinthatparticularfield.Moreinformationaboutthisseriesathttp://www.springer.com/series/8790UlrichRömerNumericalApproximationoftheMagnetoquasistaticModelwithUncertaintiesApplicationsinMagnetDesignDoctoralThesisacceptedbyTechnischeUniversitätDarmstadt,Germany123AuthorSupervisorDr

8、.-IngUlrichRömerPro