［2］Brian Cabral, Leith Leedom. Imaging vector fields using lineintegral convolution.Computer Graphics, 1993 ,27(4):263～270.
[2]
［5］Gerik Scheuermann, Holger Burbach. Visualizing planar vector fields w ith norm alcomponent using LIC. Proceedings of IEEE Visualization 99,1999:312～318.
[3]
［7］Han-Wei Shen, David L Kao. UFLIC: A li ne integralconvolution algorithm forvisualizing unsteady flows. Proceedings of IEEE Visualization 97, 1997:317～322.8Victoria Interrante, Chester Grosch. Strate gies for effectivelyvisualizing a 3D flowusing volume line integral convolution. Proceedings of IEEE Visualizati on 97, 1997:421～424.9Arie Kaufman, Ricr Arila, Willian Lorensen et al. VolumeGraphics. ACM SI GGRAPH AnnualConference, SIGGRAPH\'99 Course Notes, Los Angeles, California,1999 .10刘占平.矢量场可视化若干关键问题研究[博士论文].北京,2000.
[4]
［9］Arie Kaufman, Ricr Arila, Willian Lorensen et al. Volume Graphics. ACM SI GGRAPHAnnual Conference, SIGGRAPH\'99 Course Notes, Los Angeles, California,1999 .
[5]
［1］Jarke J. Van Wijk, Spot Noise:Texture synthesis for datavisualization. Computer Graphics, 19 91,25(4):309～318.
[6]
［3］Detlev Stalling, Hans Christian Hege. Fast and resolution-independent line integral convolution. Proceedings of SIGGRAPH\'95,1995:249～256.
[7]
［4］Lisa K Forssell. Visualizing flow over curvilinear grid surfaces usin g lineintegral convolution. Proceedings of IEEE Visualization 94, 1994:240～247.
[8]
［6］Hans-Christian Hege, Detlev Stalling. Fast LIC with piecewise polynomial fil terkernels. Mathematical Visualization-Algorithms and Applications, H.C.Hege, K.Polthier(Eds),Springer-Verlag,1998:295～314.
[9]
［8］Victoria Interrante, Chester Grosch. Strate gies for effectively visualizing a 3Dflow using volume line integral convolution. Proceedings of IEEE Visualizati on 97,1997:421～424.
