Part VI: Advanced modeling with T-Splines 11516. Converting a T-spline to NURBS surfaces 110Set surface layout 11115. Adding/deleting geometry 68Subdivide face 69Insert control point 71Insert edge 77Crease 80Tangency 80Extrude face 84Extrude edge 86Extrude curve 87Thicken 88Duplicate faces 90Delete 91Remove creases 94Fill hole 95Weld points 96Unweld edges 98Append 98Bridge 99Merge edges 101Match surface 10414. Manipulator: translate, rotate, scale 61Face, edge, vertex grips 63Drag mode 63Hotkeys 64Edit mode options 64Paint toggle 64Set multiplier button 64Soft manipulation 65Speed options button 65Smooth mode and box mode 66Using Rhino commands with T-splines 6713. Part IV: How to model with T-Splines 5912. Trimming T-splines 56Trimming alternative: a “trimless” T-spline 57 Standardization (showing all control points) 5611. Vertex types 50Points on the surface 51Tangency handles 51T-points: end lines of detail 52Star points: create non-rectangular surfaces 5210. Converting meshes and NURBS to T-splines 43NURBS to T-splines 43Rhino meshes to T-splines 46Part III: Getting to know T-spline surfaces 488. Creating a T-spline surface 19From primitives 20From lines 24By lofting curves 37By piping 40 7.
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Installing the T-Splines plugin 15Activation 15T-Splines toolbar 16T-Splines menu 16T-Splines options 166. How T-Splines is integrated into Rhino 83. Part I: Getting familiar with T-Splines and Rhino 61. 24th International Meshing Roundtable.ContentsWhat’s new in T-Splines 3 for Rhino 4 Manual goals and assumptions 5Acknowledgments 5 Wei, Handling extraordinary nodes with weighted T-spline basis functions. The Institute for Computational Engineering and Sciences, The University of Texas at Austin (2014) Scott, M.A., Hughes, T.J.R., Sederberg, T.W., Sederberg, M.T.: An integrated approach to engineering design and analysis using the Autodesk T-spline plugin for Rhino3d, ICES REPORT 14-33. In: 6th European Congress on Computational Methods in Applied Sciences and Engineering, Vienna (2012) EG-ICE 2012 International Workshop: Intelligent Computing in Engineering, Technische Universität München, Germany (2012)Įlguedj, T., Duval, A., Maurin, F., Al-Akhras, H.: Abaqus user element implementation of NURBS based isogeometric analysis. 88 (2), 126–156 (2011)Īsche, C., Berkhahn, V.: Efficient data structures for T-spline modeling. Scott, M.A., Borden, M.J., Verhoosel, C.V., Sederberg, T.W., Hughes, T.J.R.: Isogeometric finite element data structures based on Bézier Extraction of T-splines. 27 (8), 644–655 (2010)ĭe Falco, C., Reali, A., Vázquez, R.: GeoPDEs: a research tool for isogeometric analysis of PDEs. Vuong, A.V., Heinrich, C., Simeon, B.: ISOGAT: A 2D tutorial MATLAB code for isogeometric analysis. Liu, L., Zhang, Y., Hughes, T.J.R., Scott, M.A., Sederberg, T.W.: Volumetric T-spline construction using Boolean operations. Wang, W., Zhang, Y., Xu, G., Hughes, T.J.R.: Converting an unstructured quadrilateral/hexahedral mesh to a rational T-spline. Zhang, Y., Wang, W., Hughes, T.J.R.: Conformal solid T-spline construction from boundary T-spline representations. Wang, W., Zhang, Y., Liu, L., Hughes, T.J.R.: Trivariate solid T-spline construction from boundary triangulations with arbitrary genus topology. Zhang, Y., Wang, W., Hughes, T.J.R.: Solid T-spline construction from boundary representations for genus-zero geometry.
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Li, X., Zheng, J., Sederberg, T.W., Hughes, T.J.R., Scott, M.A.: On linear independence of T-spline blending functions.
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Sederberg, T.W., Zheng, J., Bakenov, A., Nasri, A.: T-splines and T-NURCCs. Hughes, T.J.R., Cottrell, J.A., Bazilevs, Y.: Isogeometric analysis: CAD, finite elements, NURBS, exact geometry, and mesh refinement.