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Influence of Cutting Compound on Critical Cut Depth of Glass BK7

Key Engineering Materials, 2013
In diamond cutting of optical glasses, the magnitude of critical depth of cut for brittle-ductile transition is an important factor affecting the machinability of the work material in terms of production rate and surface quality. In this work, scratching tests with increasing depths of cut were conducted on glass BK7 to evaluate the influence of the ...
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Research on Critical Cut Depth of Glass BK7 in Diamond Cutting

Materials Science Forum, 2013
In diamond cutting of optical glasses, the magnitude of critical depth of cut for brittle-ductile transition is an important factor affecting the machinability of the work material in terms of production rate and surface quality. In this work, scratching tests with increasing depths of cut were conducted on glass BK7 to evaluate the influence of the ...
openaire   +1 more source

Stereo estimation of depth along virtual cut planes

2011 IEEE International Conference on Computer Vision Workshops (ICCV Workshops), 2011
Stereo vision is broadly employed in robotics and intelligent vehicles for recovering the 3D structure of the environment. The scene depth is typically estimated by triangulation after associating pixels between views using a dense stereo matching approach. In the last few years, the image resolution has steadily increased due to the advances in camera
Michel Antunes, João Pedro Barreto 0001
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Depth image in-loop filter via graph cut

2016 IEEE International Conference on Image Processing (ICIP), 2016
With the ability of representing 3D scene geometry, depth maps are used to synthesize virtual views in free view video (FVV) or 3DTV. However, compression artefact of the depth images always lead to seriously geometry distortions in synthesized view, which severely affects the visual perception of 3D display.
Liguo Zhou   +6 more
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Determination of the depth of cut for plunge-cut centerless grinding

AIP Conference Proceedings, 2022
Olga Reshetnikova   +4 more
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Barycentric Cuts at the Point of Maximal Depth

We determine the sharp number of barycentric hyperplanes through the point of maximal halfspace depth of a convex body. More precisely, we prove that \[ ν(n)=4\qquad\text{for every $n\ge 3$.} \] This completely resolves the maximal-depth version of the barycentric section problem.
Jiao, Xiaoxiang, Zhu, Hangyue
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Algorithm for depth-of-cut calculation

Chemical and Petroleum Engineering, 1991
V. A. Osipov, A. V. Grishkevich
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Prediction of the Cut Depth of Granitic Rocks Machined by Abrasive Waterjet (AWJ)

Rock Mechanics and Rock Engineering, 2012
Izzet Karakurt   +2 more
exaly  

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