Geoffroy LAUVAUX Research Engineer (CIRTES) Orientation of artistic parts with Stratoconception ®...
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![Page 1: Geoffroy LAUVAUX Research Engineer (CIRTES) Orientation of artistic parts with Stratoconception ® Stratoconception ®, Part orientation, Art.](https://reader030.fdocuments.us/reader030/viewer/2022032516/56649c755503460f94928dd3/html5/thumbnails/1.jpg)
Geoffroy LAUVAUXResearch Engineer (CIRTES)
Orientation of artistic parts with Stratoconception®
Stratoconception®, Part orientation, Art
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Centre de Recherche Technologique
CIRTES29 bis, rue d ’Hellieule
88100 Saint-Dié-des-VosgesFRANCE
Tél (33) 03 29 55 11 71Fax (33) 03 29 55 10 45
e-mail : [email protected] : www.cirtes.fr
Antenne CIRTES - Carmaux :
ISTM 53bis, avenue Bouloc Torcatis81400 Carmaux
Tél : 33.(0)5.63.76.72.41Fax : 33.(0)5.63.36.30.64
E-mail : [email protected]
CIRTESEuropean Centre for Rapid Prototyping
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Centre de Recherche Technologique
Stratoconception® processPrinciple
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Centre de Recherche Technologique
Part orientation in RPGeneralities
• Z-axis deviation• « Staircase effect »• Part compaction• Specific characteristics of the
process
Influence of part orientation in RP:
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Centre de Recherche Technologique
Part orientation in RP Stratoconception®
• Cutting optimizations
• Assembly simplification
• Undercutting minimization
Specific objectives of Stratoconception® in part orientation:
In Stratoconception®, part orientation is determined by the direction of stratification
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Centre de Recherche Technologique
UndercuttingSolutions
Two-sidded cutting
Undercutting
Stratification repartition
Part orientation
Stratification direction
No undercutting
Undercutting
Stratification direction
90°
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Centre de Recherche Technologique
Art vs Mechanical partsShapes - Finding a direction of stratification
Artistic part: no elementary shape, no obvious direction.
Mechanical part: planes, holes, cylinders, cones…
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Centre de Recherche Technologique
Art vs Mechanical partsSubjective criteria
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Centre de Recherche Technologique
Art vs Mechanical partsSubjective criteria
Shadow volumes generated by a human choice of axis
Shadow volumes generated by an automatic choice of axis
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Centre de Recherche Technologique
Art vs Mechanical partsFinishing
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Centre de Recherche Technologique
Choosing a direction of stratification Surface orientation & reflection line
Green = upside facets
Red = downside facets
Yellow = reflection line
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Centre de Recherche Technologique
Choosing a direction of stratificationZ-buffer
Z-buffer principle
9
2
1
9 9 9 9 9 9
9 9 9
9
9
999999
9
9
9
9
1 1
1
2
2 2
2222
2 2
9
2
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0
Direction of the view(orthogonal projection)
Z-buffer of the view
A pixel, in a Z-buffer, contains the distance to the element from the eye position in the 3D scene.If many elements are projected onto the same pixel, only the nearest value is preserved.
Eye position
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Centre de Recherche Technologique
Choosing a direction of stratification Shadow volumes quantification
• The sum of Z-buffer’s values gives the volume of the STL and its shadow
• As the volume of a STL is easy to calculate, shadow volume (or undercutting in our case) is known
Z-buffer plane
Shadow volumeSTL
Directional light(stratification direction)
Volumes in Z-buffer
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Centre de Recherche Technologique
Choosing a direction of stratification Shadow volumes quantification
Advantages
• Z-buffer can be quickly calculate by graphic accelerator (GPU)
• Shadow’s complexity doesn’t matter
Disadvantages
• Approximation due to the buffer (precision depends on the resolution)
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Centre de Recherche Technologique
Choosing a direction of stratification Shadow volumes visualisation
1
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1 1
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From a Z-buffer to a surface
Exemple: bunny’s leg
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Centre de Recherche Technologique
Choosing a direction of stratification Shadow volumes visualisation
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Centre de Recherche Technologique
The search for a direction of stratification Minimizing the shadow volumes
An iterative method to find the direction wich minimize shadow volumes
1. Choose a direction W
2. Calculate shadow volumes for a set of directions near W
3. The direction generating the smallest shadow volume becomes W
4. Go to step 2, directions of the new set must be closest to W than the previous ones
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Centre de Recherche Technologique
Examples Stanford bunny
Axis (human choice)Z-axisShadow volumes=0.236%
Axis (automatic search)X=0.351 Y=0.441 Z=0.826Shadow volumes=0.094%
• Automatic axis is better than human’s one
• Human choice is, in most cases, limited to X,Y or Z axis
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Centre de Recherche Technologique
Examples The bust of Jules Ferry
Axis (human choice)X-axisShadow volumes=2.384%
Axis (automatic search)X= -0.01 Y= 0.99 Z= 0.02Shadow volumes=0.931%
• Automatic axis is THEORICALLY better than human’s one
• The human choice is better, due to subjective criteria
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Centre de Recherche Technologique
Examples Océane
Axis (human choice)Y-axisShadow volumes=0.294%
Axis (automatic search)X= -0.11 Y=0.842 Z=0.528Shadow volumes=0.156%
• Automatic axis is better than human’s one
• The automatic axis doesn’t correspond to a specific component
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Centre de Recherche Technologique
Examples Mechanical parts
• Automatic axis is worst than human one’s due to an optimized stratification
• Human choice of axis is a surface’s normal
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Centre de Recherche Technologique
Examples Mechanical parts
• Automatic axis = human one’s
• X, Y or Z axis
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Centre de Recherche Technologique
Future works
• Use an optimized stratification when searching for the best axis (for mechanical parts)
• Possibility to add a subjective criterion when searching for the best axis (for artistic parts)
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Centre de Recherche Technologique
Thank you for your attention