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Course Introduction to virtual engineering Óbuda University John von Neumann Faculty of Informatics Institute of Applied Mathematics Lecture and laboratory.

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Presentation on theme: "Course Introduction to virtual engineering Óbuda University John von Neumann Faculty of Informatics Institute of Applied Mathematics Lecture and laboratory."— Presentation transcript:

1 Course Introduction to virtual engineering Óbuda University John von Neumann Faculty of Informatics Institute of Applied Mathematics Lecture and laboratory 12. Development of Contextual Chains László Horváth university professor

2 Contents Lecture Laboratory Contextual curves and surfaces Solid in the context of surface László Horváth ÓU-IAM Definition and connection in contextual chains during engineering work Analyses of curves and surfaces in order to the demanded geometry Laboratory task VE12: Definition of complex solid through chains of contextual connections.

3 Multi-sections surface László Horváth ÓU-IAM Sweeping section curves along computed or defined spine Contextual connection of the feature are highlighted

4 Isoparameter curve and its scaled curve László Horváth ÓU-IAM YZ plane is used as reference element at the scaling of isoparametric curve.1 Isoparametric curves on multi- section surface

5 Sweep in the context of isoparametric and scaled curves László Horváth ÓU-IAM

6 Kontextus definiálása transzformációval László Horváth ÓU-IAM

7 Blended surface László Horváth ÓU-IAM Blended surface between two edges, taking tangency continuity contexts as constraints into account.

8 Joining three surfaces for definition of their common context László Horváth ÓU-IAM

9 Solid shape in the context of join surface László Horváth ÓU-IAM Solid form feature between the join surface and its offset.

10 Surface – curve – surface contextual chain László Horváth ÓU-IAM Curves 3-4 are defined on solid boundary as curves on surface. Multi-sections surface is defined in their context.

11 Extrapolating surface in two directions László Horváth ÓU-IAM Extrapolated surfaces are defined in the context of the multi*sections surface

12 Solid shape in the context of extrapolated surface László Horváth ÓU-IAM

13 Fillet in complex context László Horváth ÓU-IAM

14 Sphere surfaces and solid features in their context László Horváth ÓU-IAM

15 Tabulated solid in context László Horváth ÓU-IAM Contextual connection with solid boundary of a solid feature.

16 Surface in the context of surface in the boundary László Horváth ÓU-IAM

17 Solid feature between the new and the boundary surfaces László Horváth ÓU-IAM

18 Distance analysis László Horváth ÓU-IAM

19 Draft analysis László Horváth ÓU-IAM

20 Curvature analysis on curve László Horváth ÓU-IAM

21 Curvature analysis on surface László Horváth ÓU-IAM

22 Solid body as result of definition along contextual chains László Horváth ÓU-IAM Additional active formula, rule and other feature definitions can give self-adaptive control for the shape. Modified geometry must be feasible.

23 Solid body as result of definition along contextual chains László Horváth ÓU-IAM Additional active formula, rule and other feature definitions can give self-adaptive control for the shape. Modified geometry must be feasible.

24 Laboratory László Horváth ÓU-IAM Definition of complex solid through chains of contextual connections. Laboratory task VE12


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