Black hole visualization and animation
Black hole visualization is a problem of raytracing over curved spacetimes. This paper discusses the physics of light in curved spacetimes, the geometry of black holes, and the appearance of objects as viewed through a relativistic camera (the Penrose-Terrell effect). It then discusses computational...
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ndltd-UTEXAS-oai-repositories.lib.utexas.edu-2152-ETD-UT-2010-05-10712015-09-20T16:55:20ZBlack hole visualization and animationKrawisz, Daniel GregoryBlack holeVisualizationRay-tracingBlack hole visualization is a problem of raytracing over curved spacetimes. This paper discusses the physics of light in curved spacetimes, the geometry of black holes, and the appearance of objects as viewed through a relativistic camera (the Penrose-Terrell effect). It then discusses computational issues of how to generate images of black holes with a computer. A method of determining the most efficient series of steps to calculate the value of a mathematical expression is described and used to improve the speed of the program. The details of raytracing over curved spaces not covered by a single chart are described. A method of generating images of several black holes in the same spacetime is discussed. Finally, a series of images generated by these methods is given and interpreted.text2010-10-25T19:58:01Z2010-10-25T19:58:19Z2010-10-25T19:58:01Z2010-10-25T19:58:19Z2010-052010-10-25May 20102010-10-25T19:58:19Zthesisapplication/pdfhttp://hdl.handle.net/2152/ETD-UT-2010-05-1071eng |
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English |
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Others
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Black hole Visualization Ray-tracing |
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Black hole Visualization Ray-tracing Krawisz, Daniel Gregory Black hole visualization and animation |
description |
Black hole visualization is a problem of raytracing over curved spacetimes. This paper discusses the physics of light in curved spacetimes, the geometry of black holes, and the appearance of objects as viewed through a relativistic camera (the Penrose-Terrell effect). It then discusses computational issues of how to generate images of black holes with a computer. A method of determining the most efficient series of steps to calculate the value of a mathematical expression is described and used to improve the speed of the program. The details of raytracing over curved spaces not covered by a single chart are described. A method of generating images of several black holes in the same spacetime is discussed. Finally, a series of images generated by these methods is given and interpreted. === text |
author |
Krawisz, Daniel Gregory |
author_facet |
Krawisz, Daniel Gregory |
author_sort |
Krawisz, Daniel Gregory |
title |
Black hole visualization and animation |
title_short |
Black hole visualization and animation |
title_full |
Black hole visualization and animation |
title_fullStr |
Black hole visualization and animation |
title_full_unstemmed |
Black hole visualization and animation |
title_sort |
black hole visualization and animation |
publishDate |
2010 |
url |
http://hdl.handle.net/2152/ETD-UT-2010-05-1071 |
work_keys_str_mv |
AT krawiszdanielgregory blackholevisualizationandanimation |
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1716820963420536832 |