2015年中国科学技术大学
《3D打印中的计算机图形学研究研讨会》
图形与几何计算实验室 (Graphics&Geometric
Computing Laboratory)
中国科学技术大学 (University
of Science and Technology of China)
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Announcements |
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报告安排: |
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时间 |
报告人 |
单位 |
报告题目 |
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开幕 |
08:30-08:40 |
刘利刚 |
中国科技大学 |
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主持人:
刘利刚 |
特邀报告1 |
08:40-09:30 |
Denis Zorin |
美国纽约大学 |
Designing structures for additive fabrication |
特邀报告2 |
09:30-10:20 |
Wenping Wang |
香港大学 |
On Two
Geometry Problems in 3D Printing |
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休息 |
10:20-10:50 |
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主持人:
Wenping Wang |
小组报告1
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10:50-11:15 |
李明 |
浙江大学 |
Superfast topology optimization for 3D printing
model design |
11:15-11:40 |
刘永进 |
清华大学 |
自制快速低成本3D打印机与超大模型分割技术 |
11:40-12:05 |
宋鹏 |
中国科技大学 |
Computational
Interlocking Furniture Assembly |
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午餐 |
12:05-13:00 |
午餐 |
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13:15-14:25 |
项目展示 |
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主持人:
许威威 |
特邀报告3 |
14:30-15:20 |
Richard Zhang |
加拿大西蒙弗雷泽大学 |
Pyramidal shapes: decomposition and packing for
efficient 3D printing |
小组报告2 |
15:20-15:45 |
张东亮 |
浙江大学 |
柔性产品的快速三维设计技术 |
15:45-16:10 |
陈雪锦 |
中国科技大学 |
Designing
Planar Deployable Objects via Scissor Structures |
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休息 |
16:10-16:40 |
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主持人:
刘永进
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小组报告3 |
16:40-17:05 |
许威威 |
杭州师范大学 |
基于灵敏度分析的几何设计与仿真集成研究 |
17:05-17:30 |
戴宁 |
南京航空航天大学 |
三维打印制造中的优化技术 |
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闭幕 |
17:30-17:40 |
刘利刚 |
中国科技大学 |
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报告人简介: |
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Denis
Zorin, New York University, USA
http://mrl.nyu.edu/~dzorin
Denis Zorin is a Professor of Computer Science and
Mathematics and the Chair of the Computer Science Department at the
Courant Institute of Mathematical Sciences at New York University.
His areas of research include geometric modeling and processing,
physically-based simulation and numerical methods for scientific
computing. He received a PhD in Computer Science from the California
Institute of Technology; before joining the faculty at NYU, he was a
postdoctoral researcher at Stanford University. He was a Sloan
Foundation Fellow, received the NSF CAREER award, and several IBM
Faculty Partnership Awards. He is a co-recipient of the ACM Gordon
Bell Prize. His former students and postdocs went on to become
faculty members at many leading universities.
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Hao
(Richard) Zhang,
Simon Fraser University, Canada
http://www.cs.sfu.ca/~haoz
Hao (Richard) Zhang is a full professor in the School of
Computing Science at Simon Fraser University (SFU), Canada, where he
directs the graphics (GrUVi) lab. He obtained his Ph.D. from the
Dynamic Graphics Project (DGP), Dept. of Computer Science,
University of Toronto, and his M.Math. and B.Math degrees from the
University of Waterloo. Richard's research area is computer graphics
with a focus on geometry modeling and processing, shape analysis,
and 3D content creation. He has published more than 90 papers on
these topics. He is an editor-in-chief of Computer Graphics Forum
and an editorial board member of Graphical Models. He has served on
the program committees of all major computer graphics conferences
including SIGGRAPH, SIGGRAPH Asia, Eurographics, Symposium on
Geometry Processing (SGP), among others, and is SIGGRAPH Asia 2014
course chair, a paper co-chair for SGP 2013 and Graphics Interface
2015. He received an NSERC DAS (Discovery Accelerator Supplement)
Award in 2014, a Most Cited Paper Award for the journal
Computer-Aided Design in 2010, the Best Paper Award from SGP 2008,
and a Faculty of Applied Sciences (FAS) Research Excellence Award at
SFU in 2014.
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Wenping
Wang, The University of Hong Kong
http://i.cs.hku.hk/~wenping
Wenping Wang is Head of the Department of Computer Science
at Hong Kong University. He holds BSc and MEng degrees from Shandong
University, and a PhD in Computer Science from the University of
Alberta. Professor Wang's research covers computer graphics,
visualization, and geometric computing. He has recently focused on
mesh generation and surface modeling for architectural design. He is
journal associate editor of Computer Aided Geometric Design (CAGD),
Computers and Graphics (CAG), IEEE Transactions on Visualization and
Computer Graphics (TVCG, 2008-2012) and Computer Graphics Forum (CGF).
He is program chair of several international conferences, including
Pacific Graphics 2003, ACM Symposium on Physical and Solid Modeling
(SPM 2006), International Conference on Shape Modeling (SMI 2009),
and conference chair of Pacific Graphics 2012, SIAM Conference on
Geometric and Physical Modeling 2013 (GD/SPM'13), and SIGGRAPH Asia
2013.
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陈雪锦,
中国科学技术大学
http://staff.ustc.edu.cn/~xjchen99
Xuejin Chen is now an associate professor in school of
information science in University of Science and Technology of
China. She received her BSc degree in 2003 and PhD degree in 2008
from University of Science and Technology of China (USTC). She
worked in Microsoft Research Asia (MSRA) as an joint PhD student
between USTC and MSRA from 2004 to 2008. From 2008 to 2010, she
conducted research as a postdoctoral scholar in the Department of
Computer Science at Yale University. Her research interests include
3D modeling and geometry processing.
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报告简介: |
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Title:
Designing structures for additive fabrication Lecturer: Denis Zorin, New York University, USA
Abstract: Additive fabrication (3D printing) presents
a range of unique challenges and opportunities for computational
design. On of the distinctive features of additive fabrication is
effectively free complexity, making it possible to use complex
small-scale structures to achieve various design goals. However
designing such structures manually is difficult or impossible, and
automated methods are needed. Another feature of additive
fabrication is a short design-to-fabrication pipeline, enabling many
people without professional modeling and engineering experience to
create unique and customized products. Yet most design software do
not have accessible and intuitive tools helping users to produce
designs that are manufacturable and have expected physical behavior.
I will describe our work aiming to develop methods addressing these
problems.
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Title:
Pyramidal shapes: decomposition and packing for efficient 3D
printing Lecturer: Hao
(Richard) Zhang, Simon Fraser University, Canada Abstract:
A shape is pyramidal if it has a flat base with the remaining
boundary forming a height function over the base; the shape models a
terrain. Pyramidality is obviously a fundamental geometric property,
yet pyramidal shapes do not seem to have been well-studied or
utilized as a fundamental primitive for shape analysis or
processing.
We observe that pyramidal shapes are optimal for molding, casting,
and layered 3D printing. However, many common objects are not
pyramidal. In the first part of my talk, I present an algorithm for
approximate pyramidal shape decomposition. The general exact
pyramidal decomposition problem is NP-hard. We turn this problem
into an NP-complete problem, namely, the Exact Cover Problem (ECP),
which admits a practical solution via Knuth’s Algorithm X. Next, we
observe that pyramidal shapes are not only printing-friendly, but
also packing-friendly. I will introduce the decompose-and-pack (DAP)
problem for efficient 3D printing and show how pyramidal primitives
play a key role in a global optimization algorithm for solving the
DAP problem.
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Title:
On Two Geometry Problems in 3D Printing Lecturer: Wenping Wang,
The University of Hong Kong Abstract:
Two problems related to 3D printing will be discussed in this
talk: (1) Computing the thickness of a 3D object to be fabricated
for assessing the strength and volume of the object. (2) Packing
irregular 3D objects into a container for improving the throughput
of industry-grade 3D printers.
The thickness of a 3D object, while well understood intuitively, is
not a clearly defined mathematical notion. A common practice is to
define and compute the thickness of an object via the medial axis
transform (MAT). Due to the difficulty with robust MAT computation,
the shape diameter function (SDF) has been introduced in the
literature for approximate computation of thickness. I shall compare
and validate these two approaches and discuss related research
issues.
I shall also discuss a new method for packing irregular objects into
a given region or container. The method is based on a combination of
geometric and combinatorial optimizations and uses a generalized
Voronoi diagram as the main data structure. I will show some
preliminary results of applying this method to solving packing
problems in 2D and 3D.
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Title:
Designing Planar Deployable Objects via Scissor Structures Lecturer:
陈雪锦,中国科学技术大学 Abstract:
Scissor structures are used to generate deployable objects for
space-saving in a variety of applications, from architecture to
aerospace science. In the existing deployable objects, only regular
scissor structures are used to generate the deformation of similar
shapes in different scale. Designing a new deployable scissor
structure with complex shapes requires knowledge of specific
mechanisms and plenty of professional experience. Even for a
professional artist, the design process requires a great expenditure
of time and effort. It becomes much more challenging when both the
compact form and the expanded form are specified. This is a
non-trivial problem even for simple 2D curves which are curves
without self-intersection. I will introduce our work of
automatically designing a planar scissor structure that deploys from
a given source shape into a specific target shape.
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Title:
Computational Interlocking Furniture Assembly Lecturer:
宋鹏,中国科学技术大学 Abstract:
Furniture typically consists of assemblies of elongated and
planar parts that are connected together by glue, nails, hinges,
screws, or other means that do not encourage disassembly and
re-assembly. An alternative approach is to use an interlocking
mechanism, where the component parts tightly interlock with one
another. We present a computational solution to support the design
of a network of interlocking joints that form a
globally-interlocking furniture assembly. The key idea is to break
the furniture complex into an overlapping set of small groups, where
the parts in each group are immobilized by a local key, and adjacent
groups are further locked with dependencies. The dependency among
the groups saves the effort of exploring the immobilization of every
subset of parts in the assembly, thus allowing the intensive
interlocking computation to be localized within each small group. We
demonstrate the effectiveness of our technique on many
globally-interlocking furniture assemblies of various shapes and
complexity.
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