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ID:14357090
大小:1.34 MB
页数:198页
时间:2018-07-28
《prieve d.c. course in fluid mechanics with vector field theory (web draft, 2000)(198s)》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、ACourseinFluidMechanicswithVectorFieldTheorybyDennisC.PrieveDepartmentofChemicalEngineeringCarnegieMellonUniversityPittsburgh,PA15213AnelectronicversionofthisbookinAdobePDF®formatwasmadeavailabletostudentsof06-703,DepartmentofChemicalEngineering,CarnegieMellonUniversity,Fall,
2、2000.Copyright©2000byDennisC.Prieve06-7031Fall,2000TableofContentsALGEBRAOFVECTORSANDTENSORS..............................................................................................................................1VECTORMULTIPLICATION.....................................
3、.................................................................................................................1DefinitionofDyadicProduct.........................................................................................................................................
4、.....2DECOMPOSITIONINTOSCALARCOMPONENTS....................................................................................................................3SCALARFIELDS............................................................................................................
5、...............................................................3GRADIENTOFASCALAR...........................................................................................................................................................4GeometricMeaningoftheGradient..........
6、........................................................................................................................6ApplicationsofGradient.....................................................................................................................................
7、................7CURVILINEARCOORDINATES...................................................................................................................................................7CylindricalCoordinates...................................................................
8、....................................................................
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