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商品描述
Advances in Geometric Modeling illustrates the significance of Geometric Modeling in construction, design and manufacture, in not only the traditional industries such as automobile and aircraft manufacturing, but also in modern industry. This includes CAD/CAM, Computer Art, Entertainment, Education and Training, Visualization, robotics, medical imaging, visualisation, painting and media, and others.
This volume will
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Provide a valuable source focusing on interdisciplinary methods and affiliate research in the area of geometric modeling.
- Provide the user community with a variety of advanced geometric modeling techniques and their applications.
- Collate and disseminate information from various disciplines such as; Curve and Surface Fitting, Geometric Algorithms, Visualization, Computational Geometry, Solid Modeling, Computer Graphics, Computer Aided Geometric Design, Splines, Deformation of Objects, Virtual Reality, Mesh Simplification, Multi-resolution, Texture Mapping, Reverse Engineering, etc.
- Provide a source for researchers and practitioners who are looking for the latest developments in the field of geometric modeling.
This in-depth and well-illustrated book is an excellent reference for researchers, computer scientists, practicing engineers and those who seek state-of-the-art techniques and applications in geometric modeling.
Table of Contents:
1 Polygonal Subdivision Curves for Computer Graphics and Geometric Modeling (Ahmad H. Nasri).
2 Planar Development of Digital Free-Form Surfaces (Phillip N. Azariadis and Nickolas S. Sapidis).
3 A Shape Preserving Representation for Rational Curves with Efficient Evaluation Algorithm (Jorge Delgado and Juan M. Peña).
4 Piecewise Power Basis Conversion of Dynamic B-spline Curves and Surfaces (Deok-Soo Kim and Joonghyun Ryu).
5 Computational Methods for Geometric Processing of Surfaces: Blending, Offsetting,
Intersection, Implicitization (Andres Iglesias).
6 Another Non-Uniform Rational B-Spline Scheme for Designing Curves and Surfaces
(Muhammad Sarfraz).
7 Generation of Parting Surfaces Using Subdivision Technique (C. L. Li).
8 Triadic Subdivision of Non Uniform Powell-Sabin splines (Evelyne Vanraes, Paul Dierckx, and AdhemarBultheel).
9 Surface Interpolation Scheme By Distance Blending Over Convex Sets (Lizhuang Ma, Qiang Wang, and TonyChan K Y).
10 Family of G2 Spiral Transition Between Two Circles (Zulfiqar Habib and Manabu Sakai).
11 Optimal Hierarchical Adaptive Mesh Construction Using FCO Sampling (Panagiotis A. Dafas, Ioannis Kompatsiarisand Michael G. Strintzis).
12 Virtual Sculpting and Deformable Volume Modeling (K. C. Hui).
13 Free Form Modeling Method Based on Silhouette and Boundary Lines (Jun Kamiya and Hideki Aoyama).
14 Intuitive and Precise Solid Modeling in A Virtual Reality Environment (Yongmin Zhong, Wolfgang Müller-Wittig and Weiyin Ma).
15 Efficient Simplification of Triangular Meshes (Muhammad Hussain, Yoshihiro Okada, andKoichi Niijima.
16 Multiresolution and Diffusion Methods Applied to Surface Reconstruction Based on T-Surfaces Framework (Gilson A. Giraldi, Rodrigo L. S. Silva, WalterH. Jiménez, Edilberto Strauss, and Antonio A. F. Oliveira).
17 A Multiresolution Framework for NUBS 277 (Muhammad Sarfraz and Mohammed Ali Siddiqui).
18 Irregular Topology Spline Surfaces and Texture Mapping (Jin J. Zheng and Jian J. Zhang).
19 Segmentation of Scanned Surfaces: Improved Extraction of Planes (R. Sacchi, J.F. Poliakoff, P.D. Thomas, and K.-H. Häfele).
20 Constraint-Based Visualization of Spatiotemporal Databases (Peter Revesz and Lixin Li).
21 Surface Oriented Triangulation of Unorganized 3D Points Based On Laszlo’s Algorithm (Peter Revesz and Lixin Li).
商品描述(中文翻譯)
《幾何建模的進展》展示了幾何建模在建設、設計和製造中的重要性,不僅在傳統產業如汽車和飛機製造中,也在現代產業中。這包括 CAD/CAM、計算機藝術、娛樂、教育與訓練、可視化、機器人技術、醫學影像、視覺化、繪畫和媒體等領域。
本書將:
- 提供一個有價值的資源,專注於幾何建模領域的跨學科方法和相關研究。
- 為用戶社群提供各種先進的幾何建模技術及其應用。
- 整理並傳播來自各個學科的信息,如曲線和曲面擬合、幾何算法、可視化、計算幾何、實體建模、計算機圖形學、計算機輔助幾何設計、樣條、物體變形、虛擬現實、網格簡化、多解析度、紋理映射、逆向工程等。
- 為尋求幾何建模領域最新發展的研究人員和實踐者提供資源。
這本深入且插圖豐富的書籍是研究人員、計算機科學家、實踐工程師以及那些尋求最先進的幾何建模技術和應用的人的絕佳參考資料。
**目錄:**
1. 用於計算機圖形學和幾何建模的多邊形細分曲線 (Ahmad H. Nasri)
2. 數位自由形狀表面的平面展開 (Phillip N. Azariadis 和 Nickolas S. Sapidis)
3. 一種形狀保持的有理曲線表示法及其高效評估算法 (Jorge Delgado 和 Juan M. Peña)
4. 動態 B-樣條曲線和曲面的分段冪基轉換 (Deok-Soo Kim 和 Joonghyun Ryu)
5. 表面的幾何處理計算方法:混合、偏移、交集、隱式化 (Andres Iglesias)
6. 用於設計曲線和曲面的另一種非均勻有理 B-樣條方案 (Muhammad Sarfraz)
7. 使用細分技術生成分模面 (C. L. Li)
8. 非均勻 Powell-Sabin 樣條的三分細分 (Evelyne Vanraes、Paul Dierckx 和 Adhemar Bultheel)
9. 通過距離混合在凸集上進行的表面插值方案 (Lizhuang Ma、Qiang Wang 和 Tony Chan K Y)
10. 兩個圓之間的 G2 螺旋過渡族 (Zulfiqar Habib 和 Manabu Sakai)
11. 使用 FCO 取樣的最佳層次自適應網格構建 (Panagiotis A. Dafas、Ioannis Kompatsiaris 和 Michael G. Strintzis)
12. 虛擬雕刻和可變形體積建模 (K. C. Hui)
13. 基於輪廓和邊界線的自由形狀建模方法 (Jun Kamiya 和 Hideki Aoyama)
14. 在虛擬現實環境中直觀且精確的實體建模 (Yongmin Zhong、Wolfgang Müller-Wittig 和 Weiyin Ma)
15. 三角網格的高效簡化 (Muhammad Hussain、Yoshihiro Okada 和 Koichi Niijima)
16. 應用於基於 T-曲面的表面重建的多解析度和擴散方法 (Gilson A. Giraldi、Rodrigo L. S. Silva、Walter H. Jiménez、Edilberto Strauss 和 Antonio A. F. Oliveira)
17. NUBS 277 的多解析度框架 (Muhammad Sarfraz 和 Mohammed Ali Siddiqui)
18. 不規則拓撲樣條曲面和紋理映射 (Jin J. Zheng 和 Jian J. Zhang)
19. 掃描表面的分割:平面提取的改進 (R. Sacchi、J.F. Poliakoff、P.D. Thomas 和 K.-H. Häfele)
20. 基於約束的時空數據庫可視化 (Peter Revesz 和 Lixin Li)
21. 基於 Laszlo 算法的無組織 3D 點的表面導向三角剖分 (Peter Revesz 和 Lixin Li)
