Chapter 4 Vortex detection - Computer Graphics and Visualization

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Bibliography EKATERINIS, J.A., & SCHIFF, L.B. 1990 (January). Vortical Flows over Delta Wings and Numerical Prediction of Vortex Breakdown. In: AIAA Aerospace Sciences Conference. AIAA Paper, nos. 90–0102. http://science.nas.nasa.gov/Software/DataSets. FARIN, G. 1990. Curves and Surfaces for Computer Aided Geometric Design. Academic Press. FUHRMANN, A., & GRÖLLER, E. 1998. Real-Time Techniques for 3D flow visualization. Pages 305–312 of: EBERT, D., HAGEN, H., & RUSHMEIER, H. (eds), Proc. Visualization ’98. IEEE Computer Society Press. GROSSO, R., & ERTL, T. 1998. Progressive Iso-surface extraction from hierarchical 3D meshes. Pages C125–C135 of: FERREIRA, N.,&GÖBEL, M. (eds), Proc. Eurographics ’98. Computer Graphics Forum, vol. 17 (3). HAMANN, B., WU, D., & MOORHEAD, R.J. 1995. On particle path generation based on quadrilinear interpolation and Bernstein-Bezier polynomials. IEEE Transactions on Visualization and Computer Graphics, 1(3), 210–217. HELMAN, J.,&HESSELINK, L. 1991. Visualizing Vector Field Topology in Fluid Flows. IEEE Computer Graphics and Applications, 14(5), 36–46. HIN, A.J.S. 1994. Visualization of Turbulent Flow. Ph.D. thesis, Delft University of Technology. HIN, A.J.S., & POST, F.H. 1993. Visualization of Turbulent Flow with Particles. Pages 46–52 of: NIELSON, G.M., & BERGERON, R.D. (eds), Proceedings Visualization ’93. IEEE Computer Society Press. HULTQUIST, J.P.M. 1992. Constructing Stream Surfaces in Steady 3D Vector Fields. Pages 171–178 of: KAUFMAN, A.E., & NIELSON, G.M. (eds), Proceedings Visualization ’92. IEEE Computer Society Press, Los Alamitos, CA. HUNT, J.C.R., WRAY, A.A., & MOIN, A.A. 1988. Eddies, Streams and Convergences Zones in Turbulent Flows. Pages 193–208 of: Center for Turbulence Research Proceedings of Summer Program. JEONG, J., & HUSSAIN, F. 1995. On the identification of a vortex. Journal of Fluid Mechanics, 285, 69–94. JESPERSEN, D.C., & LEVIT, C. 1991. Numerical simulation of flow past a tapered cylinder. Tech. rept. AIAA 91-0751. NASA Ames Research Center, Reno, NV. 29th AIAA Aerospace Sciences Meeting and Exhibit. KASS, M., WITKIN, A., & TERZOPOULOS, D. 1988. Snakes: Active Contour Models. International Journal of Computer Vision, 1(4), 321–331. 128
Bibliography KENWRIGHT, D.,&HAIMES, R. 1997. Vortex Identification - Applications in Aerodynamics: A Case Study. Pages 413–416 of: YAGEL, R., & HAGEN, H. (eds), Proc. Visualization ’97. ACM Press. KENWRIGHT, D.N., & LANE, D.A. 1995. Optimization of Time-Dependent Particle Tracing Using Tetrahedral Decomposition. Pages 321–328 of: NIELSON, G.M., & SILVER, D. (eds), Proc. Visualization ’95. IEEE Computer Society Press. KENWRIGHT, D.N., & MALLINSON, G.D. 1992a. A 3-D Streamline Tracking Algorithm Using Dual Stream Functions. Pages 62–68 of: KAUFMAN, A.E., & NIEL- SON, G.M. (eds), Proceedings Visualization ’92. IEEE Computer Society Press, Los Alamitos, CA. KENWRIGHT, D.N., & MALLINSON, G.D. 1992b. A 3-D Streamline Tracking Algorithm Using Dual Stream Functions. Pages 62–68 of: KAUFMAN, A.E., & NIELSON, G.M. (eds), Proc. Visualization ’92. IEEE CS Press. DE LEEUW, W.C. 1997. Presentation and Exploration of Flow Data. Ph.D. thesis, Delft University of Technology. DE LEEUW, W.C.,&POST, F.H. 1995. A Statistical View on Vector Fields. Pages 53–62 of: GÖBEL, M., MÜLLER, H., & URBAN, B. (eds), Visualization in Scientific Computing. Eurographics. Wien: Springer-Verlag. LOBREGT, S., & VIERGEVER, M.A. 1995. A Discrete Dynamic Contour Model. IEEE Transactions on Medical Imaging, 14(1), 12–24. LORENSEN, W.E., & CLINE, H.E. 1987. Marching Cubes: a high resolution 3D surface construction algorithm. Computer Graphics, 21(4), 163–169. Proc. Siggraph ’87. MA, B., VAN DOORNE, C.W.H., ZHANG, Z., & NIEUWSTADT, F.T.M. 1998. On the evolution of wall-imposed periodic disturbance in pipe Poiseuille flow at Re=3000. submitted to: Journal of Fluid Mechanics. MAO, X., HATANAKA, Y.,HIGASHIDA, H., & IMAMIYA, A. 1998. Image-Guided Streamline Placement on Curvilinear Grid Surfaces. Pages 135–142 of: EBERT, D., HAGEN, H.,&RUSHMEIER, H. (eds), Proc. Visualization ’98. IEEE Computer Society Press. MCINERNEY, T.,&TERZOPOULOS, D. 1996. Deformable models in medical image analysis: a survey. Medical Image Analysis, 1(2), 91–108. MEIJER, D.G. 1995. Lock Approach of Second Ship Lock at Lith. Scale model investigation and DELFT3D-calculations. Tech. rept. WL Delft Hydraulics. In Dutch. METAXAS, D.N. 1997. Physics-based deformable Models; Applications to computer vision, graphics and medical imaging. Kluwer Academic Publishers. 129
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Extraction and Visualization of Geo
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Extraction and Visualization of Geo
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Preface The research described in t
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Contents 1 Introduction 1 1.1 Scien
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Contents 6.2.4 Vortex detection wit
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Chapter 1. Introduction Figure 1.1:
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Chapter 2 Geometry extraction techn
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2.1. Fields and grids their geometr
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2.3. Surfaces ¯ hyperstreamline: a
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2.3. Surfaces in a local coordinate
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2.4. Deformable models from some in
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2.4. Deformable models where ÜÖ
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2.5. Vortices There are several imp
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2.5. Vortices contours called Simpl
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Chapter 3. Particle Tracing initial
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Chapter 3. Particle Tracing a decre
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Chapter 3. Particle Tracing 3.3 Par
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Chapter 3. Particle Tracing Figure
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Chapter 3. Particle Tracing (a) h =
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Chapter 3. Particle Tracing F B E H
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Chapter 3. Particle Tracing nodes w
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Chapter 3. Particle Tracing 3.5 Exa
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Chapter 3. Particle Tracing (a) fra
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Chapter 3. Particle Tracing 4.249 4
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Chapter 3. Particle Tracing 42 (a)
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Chapter 3. Particle Tracing 44 Figu
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Chapter 3. Particle Tracing Figure
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Chapter 4. Vortex detection 4.1 Phy
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Chapter 4. Vortex detection Figure
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Chapter 4. Vortex detection (a) (b)
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Chapter 4. Vortex detection indicat
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Chapter 4. Vortex detection 4.3.2 E
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Chapter 4. Vortex detection 58 Figu
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Chapter 4. Vortex detection Figure
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Chapter 4. Vortex detection Û. Unf
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Chapter 4. Vortex detection y 6 4 2
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Chapter 4. Vortex detection p 1 α
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Chapter 4. Vortex detection (a) (c)
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Chapter 5 Deformable surfaces ÁÒ
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Surface Creation Surface Deformatio
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normvelo a= velo/len(velo) velograd
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Page 112 and 113: (a) Vorticity magnitude (b) Normali
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Page 116 and 117: Number of clusters 15 Number of CW
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Page 122 and 123: Figure 6.19: isosurface of high É
Page 124 and 125: Figure 6.21: Selective streamlines
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Page 128 and 129: 6.4. The Delta-Wing aircraft (a) In
Page 130 and 131: Chapter 7. Conclusions and future w
Page 132 and 133: Chapter 7. Conclusions and future w
Page 136 and 137: Bibliography MILLER, J.V. 1990. On
Page 138 and 139: Bibliography SADARJOEN, I.A., VAN W
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Page 142 and 143: Colour Plates Colour Plate 3: Backw
Page 144 and 145: Colour Plates Colour Plate 7: Pipe
Page 146 and 147: Summary this method offers the capa
Page 148 and 149: Samenvatting methode gebaseerd op k
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