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Single-Shot 3D sensing close to physical limits and information limits

Record Type:	Language materials, printed : Monograph/item
Title/Author:	Single-Shot 3D sensing close to physical limits and information limits/ by Florian Willomitzer.
Author:	Willomitzer, Florian.
Published:	Cham :Springer International Publishing : : 2019.,
Description:	xviii, 174 p. :ill., digital ; : 24 cm.;
Contained By:	Springer eBooks
Subject:	3-D video (Three-dimensional imaging) -
Online resource:	https://doi.org/10.1007/978-3-030-10904-2
ISBN:	9783030109042

Single-Shot 3D sensing close to physical limits and information limits
Willomitzer, Florian.

Single-Shot 3D sensing close to physical limits and information limits[electronic resource] /by Florian Willomitzer. - Cham :Springer International Publishing :2019. - xviii, 174 p. :ill., digital ;24 cm. - Springer theses,2190-5053. - Springer theses..

Preface, Scope of Work and Summary of Results -- Basics -- State of the Art: The Basic Principles of Optical 3D Metrology -- Introducing the Problem -- Solving the Problem with an Additional Source of Information -- Physical and Information Theoretical Limits of the Single-Shot 3D Movie Camera -- Further Improvements of the Single-Shot 3D Movie Camera -- Algorithmic Implementations -- Results -- Comments, Future Prospects and Collection of Ideas -- Summary and Conclusion.

This thesis discusses the physical and information theoretical limits of optical 3D metrology, and, based on these principal considerations, introduces a novel single-shot 3D video camera that works close to these limits. There are serious obstacles for a "perfect" 3D-camera: The author explains that it is impossible to achieve a data density better than one third of the available video pixels. Available single-shot 3D cameras yet display much lower data density, because there is one more obstacle: The object surface must be "encoded" in a non-ambiguous way, commonly by projecting sophisticated patterns. However, encoding devours space-bandwidth and reduces the output data density. The dissertation explains how this profound dilemma of 3D metrology can be solved, exploiting just two synchronized video cameras and a static projection pattern. The introduced single-shot 3D video camera, designed for macroscopic live scenes, displays an unprecedented quality and density of the 3D point cloud. The lateral resolution and depth precision are limited only by physics. Like a hologram, each movie-frame encompasses the full 3D information about the object surface and the observation perspective can be varied while watching the 3D movie.

ISBN: 9783030109042

Standard No.: 10.1007/978-3-030-10904-2doiSubjects--Topical Terms:

981804
3-D video (Three-dimensional imaging)

LC Class. No.: TK6680.8.A15 / W555 2019

Dewey Class. No.: 006.696

Single-Shot 3D sensing close to physical limits and information limits
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520 $a This thesis discusses the physical and information theoretical limits of optical 3D metrology, and, based on these principal considerations, introduces a novel single-shot 3D video camera that works close to these limits. There are serious obstacles for a "perfect" 3D-camera: The author explains that it is impossible to achieve a data density better than one third of the available video pixels. Available single-shot 3D cameras yet display much lower data density, because there is one more obstacle: The object surface must be "encoded" in a non-ambiguous way, commonly by projecting sophisticated patterns. However, encoding devours space-bandwidth and reduces the output data density. The dissertation explains how this profound dilemma of 3D metrology can be solved, exploiting just two synchronized video cameras and a static projection pattern. The introduced single-shot 3D video camera, designed for macroscopic live scenes, displays an unprecedented quality and density of the 3D point cloud. The lateral resolution and depth precision are limited only by physics. Like a hologram, each movie-frame encompasses the full 3D information about the object surface and the observation perspective can be varied while watching the 3D movie.
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