Difference between revisions of "Distorted visualization methods for convergent assembly"

From apm
Jump to: navigation, search
m
(added related section)
Line 8: Line 8:
  
 
{{todo| add image [http://i.imgur.com/GFGJU.jpg] -- license?}}
 
{{todo| add image [http://i.imgur.com/GFGJU.jpg] -- license?}}
 +
 +
== Related ==
 +
 +
* This visualisation method may also be useful to keep oriented in spaces other than physical space like very lare software systems.
 +
* The software interface principle of '''progressive disclosure'''
 +
* [[general software issues]]
  
 
== External Links ==
 
== External Links ==

Revision as of 16:26, 14 November 2016

This article is a stub. It needs to be expanded.

To get a complete picture of all the convergent assembly levels of a nanofactory all in one image one needs to project space.
Normal perspective (a linear projection) is unsuitable since it compresses most details towards the horizon. Instead a nonlinear polar logarithmic mapping is the best fit.

An additional difficulty is that a nanofactory as opposed to a map is inherently three dimensional so some cross cut has to be choosen. It depends on the nanofactories design whether that cross cut can be simply planar or not.

(TODO: add image [1] -- license?)

Related

  • This visualisation method may also be useful to keep oriented in spaces other than physical space like very lare software systems.
  • The software interface principle of progressive disclosure
  • general software issues

External Links

  • python scripts to generate log-polar maps from pixelgraphics [2]
  • "Detail-In-Context Visualization for Satellite Imagery" [3]
    "Complex Logarithmic Views for Small Details in Large Contexts" [4]
    by Joachim Boettinger et. al.
    Department of Computer and Information Science, University of Konstanz, Germany
  • Video showing a manual multi-scale zoom device [5] the "zoom-scope"
  • square grid mapped to show details on all scales equally [6]
  • More large scale map examples [7]

Keywords

distortion lens view; log-polar map; complex logarithmic map, complex logarithmic view, anamorphic mirror, anamorphosis