细分曲面造型技术英文版【正版保证】 mobi 下载 网盘 caj lrf pdf txt 阿里云

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【正版书籍 闪电发货 品质无忧 可开发票】
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细分曲面造型技术是当前计算机辅助设计和***业数字化领域的一项重要的曲面造型技术,在逆向工程中有着重要的应用,在高端***业、三维(3D)打印中的复杂形体设计和***起到积极和不可或缺的作用。
《细分曲面造型技术》共11章,详细介绍细分曲面的理论和造型技术。主要内容包括:细分曲面的数学模型、细分曲面分析、细分曲面性质、面向B样条曲面混合的n边域曲面片构造、n边域曲面片的光顺、细分曲面插值、细分曲面编辑等。
《细分曲面造型技术》对理论内容进行了精简和浓缩,详细介绍了细分曲面的各种造型技术,可以作为计算数学和应用数学、计算机图形学和机械工程等专业高年级本科生选修、研究生学习的教材使用,也可供几何建模领域的开发人员和科学研究人员参考,还可以作为造型技术手册供工程设计人员查询。
书籍目录:
1?Introduction
1.1?Surface?Modeling
1.2?Concept?of?Subdivision?Surfaces
1.3?Development?of?Subdivision?Surfaces
1.4?Idea?of?This?Book
Remarks
Exercises
2?Splines?and?Subdivision
2.1?B-Splines
2.2?B-Spline?Curves?and?Surfaces
2.2.1?B-Spline?Curves?and?Their?Properties
2.2.2?B-Spline?Surfaces?and?Their?Properties
2.3?Knot?Insertion?Algorithm?and?Refinement?of?B-Spline?Curves?and?Surfaces
2.3.1?Subdivision?of?B-Spline?Curves
2.3.2?Subdivision?of?B-Spline?Surface
2.4?Uniform?Subdivision?of?B-Spline?Curves?and?Surfaces
2.4.1?Subdivision?of?Uniform?B-Spline?Curves
2.4.2?Subdivision?of?Uniform?B-Spline?Surfaces
2.5?Box?Spline
2.5.1?Vector?Group?and?Support?Mesh
2.5.2?Inductive?Definition?of?Box?Splines
2.5.3?Basic?Properties?of?Box?Splines
2.6?Box?Spline?Surfaces
2.6.1?Definition?and?Properties
2.6.2?Subdivision?of?Box?Spline?Surfaces
2.6.3?Generating?Function?of?Box?Spline
2.7?Subdivision?Mask?of?Box?Spline?Surface
Remarks
Exercises
3?Meshes?and?Subdivision
3.1?Topological?Structure?of?Meshes?for?Subdivision
3.2?Regular?Mesh
3.3?Subdivision?Scheme
3.4?Quadrila***l?Subdivision
3.4.1?Doo-Sabin?Subdivision
3.4.2?Catmull-Clark?Subdivision
3.4.3?Non-uniform?Subdivision
3.5?Triangular?Subdivision
3.5.1?Loop?Subdivision
3.5.2?Butterfly?Subdivision
3.5.3?□?Subdivision
3.6?Hexagonal?Subdivision
3.6.1?Convexity-Preserving?Subdivision?Scheme
3.6.2?Honeycomb?Subdivision?Scheme
3.7?4-8?Subdivision
3.7.1?4-8?Meshes
3.7.2?Subdivision?Rules
3.8?Classification?of?Subdivision?Schemes
Remarks
Exercises
4?Analysis?of?Subdivision?Surface
4.1?Subdivision?Matrix
4.2?Discrete?Fourier?Transform
4.2.1?Fundament?of?DFT
4.2.2?Discrete?Fourier?Transform
4.2.3?Eigenvalues?and?Eigenvectors?from?DFT
4.3?Eigenvalues?Analysis
4.3.1?Calculation?of?Eigenvalues?and?Eigenvectors
4.3.2?Property?of?the?Limit?Surface
4.3.3?Another?Example?for?Eigenvalues?Analysis
4.4?Characteristic?Mapping
4.4.1?Annular?Surface?and?Its?Gradualness
4.4.2?Definition?of?Characteristic?Mapping
4.4.3?Characteristic?Mapping?and?Continuity?of?Subdivision?Surfaces
4.5?Parameter?Evaluation
4.5.1?Notati***?and?Assumpsits
4.5.2?Mathematical?Setting
4.5.3?Eigenstructure?of?Subdivision?Matrix
4.5.4?Eigenbases?and?Evaluation?for?Non-regular?Patches
4.5.5?Subdivision?Matrix?and?Their?Eigenstructures
4.5.6?Eigenbasis?Functi***
4.5.7?Parameter?Evaluation?and?Characteristic?Mapping
Remarks
Exercises
5?n-Sided?Patches?and?Subdivision?Surfaces
5.1?Methods?for?C***tructing?n-Sided?Patches
5.2?C-C?Subdivision?Surfaces?and?G2?Continuity
5.3?n-Sided?Patches?and?Catmull-Clark?Subdivision
5.3.1?Contribution?of?Our?Method
5.3.2?General?Steps?to?C***truct?n-Sided?Patches?with?Manifold?Method
5.3.3?C***truction?of?Control?Meshes?of?Manifold?Patches
5.3.4?Parameter?Region,?Normalization?Mapping,?and?Basic?Function
5.3.5?Related?Vertex?and?Normalized?Basic?Functi***
5.3.6?Properties?of?the?Patch?S
5.3.7?Extracting?Submeshes?from?C-C?Subdivision?Meshes
5.3.8?Examples
5.4?Subdivision?Modeling,?n-Sided?Patches?and?B-Spline?Boundaries
5.5?C***truct?n-Sided?Patches?by?Using?Non-uniform?C-C?Subdivision?Scheme?and?Skirt-Removed?Approach
5.5.1?Skirt-Removed?Approach
5.5.2?C***truct?n-Sided?Patches?by?Using?Non-uniform?C-C?Subdivision?Scheme?and?Skirt-Removed?Approach
5.6?Non-uniform?C-C?Subdivision?Surface?Interpolating?Corner?Vertices?of?Control?Meshes
5.7?Some?Examples?to?C***truct?Patches?by?Using?the?Non-uniform?C-C?Subdivision?Scheme
Remarks
Exercises
6?Energy?Optimization?Method?and?Subdivision?Surfaces
6.1?Blending?Uniform?Bi-Cubic?B-Spline?Surfaces
6.1.1?Subdivision?Surface?Blending?of?B-Spline?Patches
6.1.2?Optimization?Model?Based?on?Physical?Energy
6.1.3?Compute?Control?Vertices?of?Subdivision?Patches
6.1.4?Preliminary?Discussion?on?Selecting?New?Vertices?by?Energy?Optimization?Method
6.1.5?Select?New?Vertices?by?Energy?Optimization?Method
6.1.6?Determine?Some?New?Vertices
6.1.7?Simplify?Optimization?Model
6.1.8?Examples
6.2?Interpolati***?Using?Subdivision?Surfaces
6.2.1?Subdivision?Surface?and?Interpolation
6.2.2?Direct?Interpolation?Method
6.2.3?Interpolation?Method?with?Fairness
6.2.4?SOR?I***tion?Method?to?Solve?Linear?Systems
6.2.5?Compute?Boundary?Vertices
6.2.6?Evaluating?Energy?Norms?for?Meshes
6.2.7?Examples
Remarks
Exercises
7?In***ctive?Shape?Editing?for?Subdivision?Surfaces
7.1?Adjustment?of?Subdivision?Meshes?Under?Simple?Geometrical?C***traints
7.1.1?Deformation?under?Simple?Geometrical?C***trains
7.1.2?Mapping?the?Relati***hip?of?C***traint?Points?Between?Successive?Subdivision?Levels
7.1.3?The?Deformation?Algorithm
7.2?Editing?of?Subdivision?Level?Meshes?Using?Potential?Functi***
7.2.1?Mesh-C***trained?Deformati***?Under?Potential?Functi***
7.2.2?Updating?of?the?Potential?Function
7.3?Modification?of?the?Limit?Surface?Shape?Under?Geometrical?C***traints
7.3.1?Definition?of?Local?Geometrical?Information?for?Subdivision?Surfaces
7.3.2?Subdivision?Surface?Shape?Modification?Based?on?the?Least-Squares?Method
7.3.3?Subdivision?Surface?Shape?Modification?with?an?Energy?Optimization?Method
7.3.4?Examples?and?Analysis
Remarks
Exercises
8?Intersection?and?Trimming?of?Subdivision?Surfaces
8.1?Related?Work
8.2?Initial?Discrete?Intersection?of?Subdivision?Surfaces
8.2.1?Basic?Idea?of?Discrete?Intersection
8.2.2?Intersection?Test?Between?Quad?Meshes
8.2.3?Subdivision?of?the?Intersected?Mesh?Belt
8.2.4?Error?Control?for?Approximate?Intersection
8.2.5?C***truction?of?Intersection?Lines
8.3?Calculating?High?Precision?Soluti***?with?an?I***tive?Method
8.4?Trimming?Algorithm?for?Subdivision?Surfaces
8.4.1?Determination?of?a?Valid?Parameter?Domain?for?Trimmed?Subdivision?Surfaces
8.4.2?Display?of?Trimmed?Subdivision?Surfaces
8.5?Examples
Remarks
Exercises
9?Subdivision?Surfaces?and?Curve?Networks
9.1?C***truction?of?a?Curve?Network
9.1.1?Basic?Concepts
9.1.2?C***truction?of?a?Curve?Network
9.2?A?Combined?Subdivision?Scheme?and?Its?Improvement
9.2.1?Basic?Principles
9.2.2?Control?Meshes?of?Combined?Subdivision?Surfaces
9.2.3?Basic?***s
9.2.4?Non-uniform?Combined?Subdivision?Schemes
9.3?The?C***truction?of?a?Curve?Network?Interpolation?Surface
9.3.1?Steps?for?C***tructing?an?Interpolated?Surface
9.3.2?Extension?of?the?Combined?Subdivision
9.3.3?Generation?of?the?Initial?Mesh
9.4?Shape?Modification?Based?on?Curve?Network?Editing
9.4.1?Overlapping?Subdivision?Method?for?a?Catmull-Clark?Subdivision?Surface
9.4.2?Overlapping?Subdivision?Method?for?Combined?Subdivision?Surfaces
9.4.3?Local?Updating?of?the?Combined?Subdivision?Surface
9.5?Shape?Fairing?of?a?Combined?Subdivision?Surface?Based?On?Discrete?PDE
9.5.1?Basic?Principle
9.5.2?A?Discrete?PDE?Fairing?Method
9.5.3?Basic?Steps
9.5.4?Example
Remarks
Exercises
10?Fitting?Unstructured?Triangle?Meshes?Using?Subdivision?Surfaces
10.1?A?Simplified?Shrink-Wrapping?Approach?for?Remeshing
10.1.1?Introduction?to?the?Shrink-Wrapping?Approach
10.1.2?C***truction?of?Base?Meshes
10.1.3?Converting?a?Triangle?Mesh?to?a?Quadrila***l?Mesh
10.1.4?Adjusting?the?Positi***?of?the?Vertices?of?Subdivided?Meshes
10.1.5?Choosing?Subdivision?Schemes
10.1.6?Error?Estimation
10.2?Surface?Fitting?by?SLP?(Subdivision?Limit?Position)
10.2.1?The?Error?Function?and?Its?Minimization
10.2.2?The?Base?Mesh?and?Subdivision
10.3?Subdivision?Surface?Fitting?with?a?Squared?Distance?Minimization?Method
10.3.1?C***truction?of?the?Initial?Control?Mesh
10.3.2?Parameterization?of?Mesh?Vertices
10.3.3?Subdivision?Surface?Fitting?Using?a?Squared?Distance?Method
Remarks
Exercises
11?Poisson?Mesh?Editing?Guided?by?Subdivision?Surface
11.1?Traditional?Mesh?Editing?Method
11.2?Poisson?Mesh?Editing
11.3?Poisson?Mesh?Editing?Based?on?Subdivision?Surfaces
11.3.1?C***truction?of?the?Model?Bounding?Mesh
11.3.2?Relati***hip?Between?the?Mesh?Model?and?Subdivision?Surfaces
11.3.3?Boundary?Conditi***?of?Poisson?Equati***?and?Mesh?Local?Transformation
11.3.4?Realization?of?Poisson?Rec***truction?Deformation
11.3.5?Multiresolution?Deformation
11.3.6?Deformation?Instance?Analysis
11.4?Mesh?Deformation?Based?on?Surface?Control
11.4.1?Determination?of?the?Deformation?Region
11.4.2?Refinement?of?the?Deformation?Region
11.4.3?Design?of?Subdivision?Control?Surfaces
11.4.4?The?C***truction?of?Relati***hip?Between?The?Deformation?Mesh?and?the?Subdivision?Control?Surface
11.4.5?Design?of?the?Control?Curve
11.4.6?Local?Transformation?of?the?Triangle?in?The?Deformation?Region
11.4.7?Realization?of?the?Poisson?Rec***truction?Deformation
11.4.8?Deformation?Instances
Remarks
Exercises
References
作者介绍:
Wenhe?Liao?is?Professor?in?Nanjing?University?of?Aeronautics?and?Astronautics,?also?the?Vice?President?of?Nanjing?University?of?Science?and?Technology.?He?is?the?director?of?the?Research?Centre?for?Digital?Design?and?Manufacturing?Technology,?Member?of?Geometric?Design?&?Computing?Committee,?China?Society?for?In-dustrial?and?Applied?Mathematics.?His?research?fields?include?air?three-dimensional?(3D)?digi-tal?design,?virtual?assembly,?and?digital?medical?equipment?technology?and?micro-satellite?design.?He?has?published?2?books?and?dozens?of?papers?on?CAD/CAM.
Hao?Liu?is?Associate?Professor?in?Nanjing?Uni-versity?of?Aeronautics?and?Astronautics.?He?is?Member?of?Geometric?Design?&?Computing?Committee,?China?Society?for?Industrial?and?Applied?Mathematics.?His?research?fields?include?surface?modeling,?CAD/CAM,?3D?printing?and?CT?image?processing.?He?has?published?a?text-book?and?more?than?ten?papers?on?geometry?modeling?and?CT?image?processing.
Tao?Li?is?Lecturer?in?Suzhou?University?of?Sci-ence?and?Technology.?His?research?fields?include?surface?modeling,?reverse?engineering?and?digi-tal?geometry?processing.?He?has?published?more?than?ten?papers?on?geometry?modeling?and?pro-cessing.
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