EVOLUTION OF ARCHAEA IN 3D MODELING

被引:1
|
作者
Pikuta, Elena V. [1 ]
Tankosic, Dragana [2 ]
Sheldon, Rob [3 ]
机构
[1] Athens State Univ, Astrobiol Lab, 300 N Beaty St, Athens, AL 35611 USA
[2] ORAU NASA MSFC NSSTC, Huntsville, AL 35805 USA
[3] NSSTC GD, LLC, Huntsville, AL 35805 USA
关键词
vector of evolution; ancestry; primordial Ocean; 3D computer graphics; hyperboloid;
D O I
10.1117/12.929945
中图分类号
P1 [天文学];
学科分类号
0704 ;
摘要
The analysis of all groups of Archaea performed in two-dimensions have demonstrated a specific distribution of Archaean species as a function of pH/temperature, temperature/salinity and pH/salinity. Work presented here is an extension of this analysis with a three dimensional (3D) modeling in logarithmic scale. As it was shown in 2D representation, the "Rules of the Diagonal" have been expressed even more clearly in 3D modeling. In this article, we used a 3D Mesh modeling to show the range of distribution of each separate group of Archaea as a function of pH, temperature, and salinity. Visible overlap and links between different groups indicate a direction of evolution in Archaea. The major direction in ancestral life (vector of evolution) has been indicated: from high temperature, acidic, and low-salinity system towards low temperature, alkaline and high salinity systems. Specifics of the geometrical coordinates and distribution of separate groups of Archaea in 3 D scale were analyzed with a mathematical description of the functions. Based on the obtained data, a new model for the origin and evolution of life on Earth is proposed. The geometry of this model is described by a hyperboloid of one sheet. Conclusions of this research are consistent with previous results derived from the two-dimensional diagrams. This approach is suggested as a new method for analyzing any biological group in accordance to its environmental parameters.
引用
收藏
页数:12
相关论文
共 50 条
  • [1] Modeling 2D Appearance Evolution for 3D Object Categorization
    Zaki, Hasan F. M.
    Shafait, Faisal
    Mian, Ajmal
    [J]. 2016 INTERNATIONAL CONFERENCE ON DIGITAL IMAGE COMPUTING: TECHNIQUES AND APPLICATIONS (DICTA), 2016, : 185 - 192
  • [2] 3D modeling
    Sylvester, JH
    [J]. DR DOBBS JOURNAL, 1999, 24 (04): : 10 - 10
  • [3] 3D Phase Field Modeling of Martensitic Microstructure Evolution in Steels
    Yeddu, Hemantha Kumar
    Agren, John
    Borgenstam, Annika
    [J]. SOLID-SOLID PHASE TRANSFORMATIONS IN INORGANIC MATERIALS, PTS 1-2, 2011, 172-174 : 1066 - 1071
  • [4] Evolution of the 3D plastic anisotropy of HCP metals: Experiments and modeling
    Kondori, B.
    Madi, Y.
    Besson, J.
    Benzerga, A. A.
    [J]. INTERNATIONAL JOURNAL OF PLASTICITY, 2019, 117 : 71 - 92
  • [5] 3D Topological modeling and visualisation for 3D GIS
    de la Losa, A
    Cervelle, B
    [J]. COMPUTERS & GRAPHICS-UK, 1999, 23 (04): : 469 - 478
  • [6] The Evolution of 3D Printing
    Dimartino, Simone
    [J]. LC GC EUROPE, 2019, 32 (06) : 317 - 318
  • [7] Evolution of the 3D industry
    Bennett, Bob
    [J]. COMPUTER GRAPHICS WORLD, 2006, 29 (12) : 8 - 10
  • [8] The Evolution of 3D Printing
    Paull, Brett
    [J]. LC GC EUROPE, 2017, 30 (11) : 611 - 612
  • [9] 3D Modeling with Silhouettes
    Rivers, Alec
    Durand, Fredo
    Igarashi, Takeo
    [J]. ACM TRANSACTIONS ON GRAPHICS, 2010, 29 (04):
  • [10] 3D MODELING SYSTEMS
    不详
    [J]. ENGINEERING, 1990, 230 (11): : 23 - &