很难找到的Grasshopper详细教程.pdf

很难找到的Grasshopper详细教程.pdf

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时间:2018-10-16

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1、EssentialMathematicsforComputationalDesignEssentialMathematicsforComputationalDesignbyRobertMcNeel&AssociatesislicensedunderaCreativeCommonsAttribution-ShareAlike3.0UnitedStatesLicense.iiEssentialMathematicsforComputationalDesignPrefaceEssentialMathematicsforComputationalDesignintr

2、oducesdesignprofessionalstofoundationmathematicalconceptsthatarenecessaryforeffectivedevelopmentofcomputationalmethodsfor3Dmodelingandcomputergraphics.Thisisnotmeanttobeacompleteandcomprehensiveresource,butratheranoverviewofthebasicandmostcommonlyusedconcepts.Thisbookisdirectedtowa

3、rdsdesignerswhohavelittleornobackgroundinthe®subject.ItassumesthatreadershavegoodknowledgeofRhinoceros(Rhino),®NURBSmodelingforWindows,andGrasshopper(GH),thevisualscriptingenvironmentforRhino.Bothareusedastoolstoexplainvariousconcepts.Formoreinformation,gotowww.rhino3d.comandwww.gr

4、asshopper3d.com.Thisbookhasthreeparts.Thefirstdiscussesvectormathincludingvectorrepresentation,vectoroperation,andlineandplaneequations.Thesecondpartreviewsmatrixoperationsandtransformations.ThethirdpartincludesageneralreviewofparametriccurveswithspecialfocusonNURBScurvesandtheconc

5、eptsofcontinuityandcurvature.ThematerialinthisbookisbasedpartlyonaworkshopIheldattheUniversityofTexasatArlingtonfortheTex-FabeventFebruary,2010.RajaaIssaRhinoDevelopmentRobertMcNeel&AssociatesiiiEssentialMathematicsforComputationalDesignTableofContents1VectorMathematics............

6、.............................................................................................1Vectorrepresentation.........................................................................................................1Vectoroperations..............................................

7、.................................................................3Vectorequationofline.....................................................................................................13Vectorequationofaplane.......................................................................

8、........................14

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