Computer Science ›› 2020, Vol. 47 ›› Issue (11A): 236-240.doi: 10.11896/jsjkx.191100019
• Computer Graphics & Multimedia • Previous Articles Next Articles
QIN Xu-jia, CHEN Guo-fu, SHAN Yang-yang, ZHENG Hong-bo, ZHANG Mei-yu
CLC Number:
[1] CHEN D F.Research on flow visualization technology based on GPU [D].Beijing:North China Electric Power University,2008. [2] ZHANG W,DENG J.Topology-driven streamline seeding for2D vector field visualization[C]//IEEE International Conference on Systems,Man and Cybernetics.IEEE Press,2009:4901-4905. [3] LI C,WU L,ZHAO B.Application of topology analysis in visualization of 2D dynamic vector fields[C]//IEEE International Conference on Software Engineering & Service Science.IEEE Press,2017:641-646. [4] BA Z Y,SHAN G H.A multi-level streamline visualizationbased on feature information seed point selection [J].Journal of Computer Aided Design and Graphics,2016,28(1):32-40. [5] YUSOFF A Y,MOHAMED F,et al.Magnitude-based seedpoint placement for streamlines generation[C]//IEEE Confe-rence on Big Data and Analytics (ICBDA).IEEE Press,2017:81-86. [6] URNESS T,INTERRANTE V.Streamline visualization of mul-tiple 2D vector fields[C]//SPIE-IS and T Electronic Imaging-Visualization and Data Analysis.SPIE,2008:1-12. [7] HAO J,WANG W,DUO Z.An Efficient Algorithm for Streamline Visualization in Unstructured Steady Vector Field[C]//Proceedings of the 2nd International Conference on Computer Science and Application Engineering (CSAE'18).ACM,2018:7. [8] DU X.A New Texture Generating Algorithm:Random Increment Streamline Method[C]//37th Chinese Control Conference (CCC).IEEE Computer Society,2018:8537-8542. [9] ZHAN F F,HU W,YUAN G D.Research and improvement of visualization algorithm of 2D LIC vector field [J].Computer Science,2013,40(9):257-261. [10] SONG Y Y.Research on visualization method of line integral convolution vector field based on parallel coordinates [D].Qinhuangdao:Yanshan University,2016. [11] TURK G,BANKS D.Image-Guided Streamline Placement[C]//The 23rd Annual Conference on Computer Graphics and Interactive Techniques(SIGGRAPH 1996),ACM,1996:453-460. [12] LANE D A.UFAT:a particle tracer for time-dependent flowfields[C]//IEEE Visualization Conference.IEEE Computer Society,1994:257-264. [13] SOBOL I M.On quasi-Monte Carlo integrations[J].Mathema-tics and Computers in Simulation,1998,47(2/3/4/5):103-112. [14] GU Y L,JI X J.Research on the application of time delay based vector field visualization method [J].Computer Engineering,2007,33(2):286-287. [15] SHI H X.Research on enhanced vector field visualization based on line integral convolution method [D].Harbin:Harbin Engineering University,2018. |
[1] | ZHANG Qian, XIAO Li. Review of Visualization Drawing Methods of Flow Field Based on Streamlines [J]. Computer Science, 2021, 48(12): 1-7. |
[2] | YAN Dong-ming, HU Kai-mo, GUO Jian-wei, WANG Yi-qun, ZHANG Yi-kuan and ZHANG Xiao-peng. Survey of Recent Isotropic Triangular Remeshing Techniques [J]. Computer Science, 2017, 44(8): 9-17. |
[3] | ZHAN Fang-fang,HU Wei and YUAN Guo-dong. Improvement of 2D LIC Algorithm for Vector Field Visualization [J]. Computer Science, 2013, 40(9): 257-261. |
[4] | WANG Shu-zhong ZHANG You-sheng (Shandong Vocational Information College,Weifang 261041,China;Anhui Sanlian College,Hefei 230601,China). [J]. Computer Science, 2009, 36(5): 269-272. |
[5] | . [J]. Computer Science, 2007, 34(11): 212-216. |
|