Publication | Closed Access
FEAsy: A Sketch-Based Interface Integrating Structural Analysis in Early Design
32
Citations
25
References
2009
Year
Unknown Venue
Early DesignEngineeringVisual Programming LanguageGeometry GenerationSketch-based ModelingComputer-aided DesignStructural OptimizationAdvanced DesignSocial SciencesFreehand SketchesPotential AdvantagesArchitectural ModelGeometric Constraint SolvingComputational GeometryGeometric ModelingDesign Space ExplorationSpatial RelationshipsDesignComputer ScienceSoftware DesignArchitectural DesignIndustrial DesignDesign ThinkingSolid ModelingArchitectural Geometry
The potential advantages of freehand sketches have been widely recognized and exploited in many fields especially in engineering design and analysis. This is mainly because the freehand sketches are an efficient and natural way for users to visually communicate ideas. However, due to a lack of fundamental techniques for understanding them, sketch-based interfaces have not yet evolved as the preferred computing platform over traditional menu-based tools. In this paper, we address the specific challenge of transforming informal and ambiguous freehand inputs to more formalized and structured representations. We present a domain-independent, multi-stroke, multi-primitive beautification method which detects and uses the spatial relationships implied in the sketches. Spatial relationships are represented as geometric constraints and satisfied by a geometric constraint solver. To demonstrate the utility of this technique and also to build a natural working environment for structural analysis in early design, we have developed FEAsy (acronym for Finite Element Analysis made easy) as shown in Fig. 1. This tool allows the users to transform, simulate and analyze their finite element models quickly and easily through freehand sketching, just as they would draw on paper. Further, we have also developed simple, domain specific rules-based algorithms for recognizing the commonly used symbols and for understanding the different contexts in finite element modeling. Finally, we illustrate the proposed approach with a few examples.
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