11 参考文献
参考文献
[1] Brodersen O, Hepperle M, Ronzheimer A, Rossow CC, Schöning B. The parametric grid generation system MegaCads. Proceeding of the 5th international conference on numerical grid generation in computing field simulations. Mississippi: NSF Engineering Center; 1996. p. 353-62.
题名中译：参数化网格生成系统 MegaCads。
[2] Brodersen O, Ronzheimer A, Ziegler R, Kunert T, Wild J, Hepperle M. Aerodynamic applications using MegaCads. Proceedings of the 6th international conference on numerical grid generation in computing field simulations. London, England: University of Greenwich; 1998. p. 793-802
题名中译：采用 MegaCads 的气动应用。
[3] Pirzadeh S. Three-dimensional unstructured viscous grids by the advancing-layers method. AIAA J 1996;34:43-9.
题名中译：采用层推进方法生成三维非结构黏性网格。
[4] Pirzadeh S. Progress toward a user-oriented unstructured viscous grid generator. AIAA Paper 96-0031; 1996.
题名中译：面向用户的非结构黏性网格生成器的进展。
[5] Mavriplis DJ, Pirzadeh S. Large-scale parallel unstructured mesh computations for 3D high-lift analysis. AIAA Paper 99-0537; 1999.
题名中译：三维高升力分析的大规模并行非结构网格计算。
[6] Pirzadeh S. Unstructured grid generation for complex 3D high-lift configurations. Paper No. 1999-01-5557. San Francisco: World Aviation Congress and Exposition, October 1999.
题名中译：复杂三维高升力构型的非结构网格生成。
[7] Digital Representation for Communication of Product Definition Data: IGES 5.2 (Initial Graphics Exchange Specification Version 5.2). US Product Data Association, November 1993, ISBN 978-1-88538900-8.
题名中译：产品定义数据通信的数字表示：IGES 5.2 初始图形交换规范。
[8] http://www.wiz-worx.com/iges5x/.
题名中译：IGES 规范网站。
[9] ISO 10303-21:2002 Industrial automation systems and integration—product data representation and exchange—part 21: implementation methods: clear text encoding of the exchange structure.
题名中译：工业自动化系统与集成——产品数据表示与交换——第21部分：实现方法——交换结构的明文编码。
[10] STEP application handbook: ISO 10303 (Version 3 ed.). North Charleston, SC: SCRA, 30 June 2006.
题名中译：STEP 应用手册：ISO 10303，第3版。
[11] http://www.wikistep.org/index.php/Main_Page.
题名中译：WikiSTEP 网站。
[12] http://images.autodesk.com/adsk/files/autocad_2014_pdf_dxf_reference_enu.pdf.
题名中译：AutoCAD 2014 DXF 参考手册。
[13] Burns M. Automated fabrication. Prentice-Hall, New Jersey; 1993, ISBN 978-0-13-119462-5.
题名中译：自动化制造。
[14] Chua CK, Leong KF, Lim CS. Rapid prototyping: principles and applications (2nd ed.). Singapore: World Scientific Publishing Co.; 2003, ISBN 981-238-117-1.
题名中译：快速成型：原理与应用，第2版。
[15] http://www.ennex.com/~fabbers/StL.asp.
题名中译：STL 文件格式说明。
[16] Aftosmis MJ, Delanaye M, Haimes R. Automatic generation of CFD-ready surface triangulations from CAD geometry. AIAA Paper 99-0776; 1999.
题名中译：从 CAD 几何自动生成可直接用于 CFD 的表面三角剖分。
[17] Bohn JW, Zozny MJ. Automatic CAD-model repair: shell-closure. Proceedings symposium on freeform fabrication, Department of Mechanical Engineering, University of Texas at Austin; 1992.
题名中译：自动 CAD 模型修复：壳体闭合。
[18] Guéziec A, Taubin G, Lazarus F, Horn W. Cutting and stitching: efficient conversion of a non-manifold polygonal surface to a manifold. IBM-RC-20935, IBM Research Division, Yorktown Heights; 1997.
题名中译：切割与缝合：将非流形多边形表面高效转换为流形。
[19] Carey GF. Computational grids: generation, adaptation, and solution strategies. Washington, DC: Taylor & Francis; 1997.
题名中译：计算网格：生成、自适应及求解策略。
[20] Thompson JF, Soni BK, Weatherill NP, editors. Handbook of grid generation. Boca Raton: CRC Press; 1999.
题名中译：网格生成手册。
[21] Baker TJ. Three decades of meshing; a retrospective view. AIAA Paper 2003-3563; 2003.
题名中译：网格生成三十年：回顾。
[22] Gordon WN, Hall CA. Construction of curvilinear coordinate systems and application to mesh generation. Int J Numer Methods Eng 1973;7:461-77.
题名中译：曲线坐标系的构造及其在网格生成中的应用。
[23] Gordon WJ, Thiel LC. Transfinite mappings and their application to grid generation. In: Thompson JF, editor. Numerical grid generation, North-Holland, p. 171; 1982.
题名中译：超限映射及其在网格生成中的应用。
[24] Thompson JF, Warsi ZUA, Mastin CW. Numerical grid generation: foundations and applications. Amsterdam, Netherlands: Elsevier Science; 1985.
题名中译：数值网格生成：基础与应用。
[25] Soni BK. Two- and three-dimensional grid generation for internal flow applications of computational fluid dynamics. AIAA Paper 85-1526; 1985.
题名中译：计算流体动力学内流应用的二维与三维网格生成。
[26] Thompson JF, Thames FC, Mastin CW. Automatic numerical generation of body-fitted curvilinear coordinate system for field containing any number of arbitrary two-dimensional bodies. J Comput Phys 1974;15:299-319.
题名中译：含任意数量任意二维物体的场域的贴体曲线坐标系自动数值生成。
[27] Sorenson R.L. A computer program to generate two-dimensional grids about airfoils and other shapes by the use of Poisson's equation. NASA TM-81198; 1980.
题名中译：采用 Poisson 方程生成翼型及其他形状周围二维网格的计算机程序。
[28] Hsu K, Lee SL. A numerical technique for two-dimensional grid generation with grid control at all of the boundaries. J Comput Phys 1991;96:451-69.
题名中译：可控制全部边界网格的二维网格生成数值技术。
[29] Thomas PD, Middlecoff JF. Direct control of the grid point distribution in meshes generated by elliptic equations. AIAA J 1980;18:652-6.
题名中译：直接控制椭圆方程生成网格中的网格点分布。
[30] Sorenson RL. Three-dimensional elliptic grid generation about fighter aircraft for zonal finite difference computations. AIAA Paper 86-0429; 1986.
题名中译：用于分区有限差分计算的战斗机周围三维椭圆型网格生成。
[31] Thompson JF. A general three-dimensional elliptic grid generation system based on a composite block structure. Comp Method Appl Mech Eng 1987;64:377-411.
题名中译：基于复合网格块结构的通用三维椭圆型网格生成系统。
[32] Sonar T. Grid generation using elliptic partial differential equations. DFVLR-FB 89-15; 1989.
题名中译：采用椭圆型偏微分方程生成网格。
[33] Starius G. Constructing orthogonal curvilinear meshes by solving initial value problems. Numer Math 1977;28:25-48.
题名中译：通过求解初值问题构造正交曲线网格。
[34] Steger JL, Chaussee DS. Generation of body-fitted coordinates using hyperbolic partial differential equations. SIAM J Sci Stat Comput 1980;1:431-7.
题名中译：采用双曲型偏微分方程生成贴体坐标。
[35] Steger JL, Rizh YM. Generation of three-dimensional body-fitted coordinates using hyperbolic partial differential equations. NASA TM-86753; 1985.
题名中译：采用双曲型偏微分方程生成三维贴体坐标。
[36] Steger JL. Generation of three-dimensional body-fitted grids by solving hyperbolic partial differential equations. NASA TM-101069; 1989.
题名中译：通过求解双曲型偏微分方程生成三维贴体网格。
[37] Dwyer HA. A geometric interpretation of hyperbolic grid generation. AIAA Paper 94-0315; 1994.
题名中译：双曲型网格生成的几何解释。
[38] Sethian JA. Curvature flow and entropy conditions applied to grid generation. J Comput Phys 1994;115:440-54.
题名中译：曲率流与熵条件在网格生成中的应用。
[39] Jeng YN, Shu YL. The grid combination method for the hyperbolic grid solver in regions with enclosed boundaries. AIAA Paper 95-0857; 1995.
题名中译：封闭边界区域双曲型网格求解器的网格组合法。
[40] Jeng YN, Liou Y-C. Hyperbolic equation method of grid generation for enclosed regions. AIAA J 1996;34:1293-5.
题名中译：封闭区域网格生成的双曲型方程方法。
[41] Tai CH, Yin SL, Soong CY. A novel hyperbolic grid generation procedure with inherent adaptive dissipation. J Comput Phys 1995;116:173-9.
题名中译：具有内在自适应耗散的新型双曲网格生成过程。
[42] Brakhage K-H, Müller S. Algebraic-hyperbolic grid generation with precise control of intersection of angles. Int J Numer Method Fluids 2000;33:89-123.
题名中译：精确控制交角的代数—双曲型网格生成。
[43] Mavriplis DJ. An advancing front Delaunay triangulation algorithm designed for robustness. ICASE Report No. 92-49, 1992; also AIAA Paper 93-0671; 1993; also J Comput Phys 1995;117:90-101.
题名中译：面向稳健性的波前推进 Delaunay 剖分算法。
[44] Frey PJ, Borouchaki H, George P-L. Delaunay tetrahedralization using an advancing-front approach. Proceedings of the 5th international meshing roundtable; October 1996. p. 31-46.
题名中译：采用波前推进方法的 Delaunay 四面体剖分。
[45] Fleischmann P, Selberherr S. Three-dimensional Delaunay mesh generation using a modified advancing front approach. Proceedings of the 6th international meshing roundtable; October 1997. p. 31-46.
题名中译：采用改进波前推进方法的三维 Delaunay 网格生成。
[46] Müller JD, Roe PL, Deconinck H. A frontal approach for internal node generation in Delaunay triangulations. Int J Numer Method Fluids 1993;17:241-56.
题名中译：Delaunay 剖分内部节点生成的波前方法。
[47] Müller JD. On triangles and flow [PhD Thesis]. The University of Michigan; 1996.
题名中译：论三角形与流动。
[48] Marcum DL, Weatherill NP. Unstructured grid generation using iterative point insertion and local reconnection. AIAA J 1995;33:1619-25.
题名中译：采用迭代插点与局部重新连接的非结构网格生成。
[49] Bern M, Eppstein D. Quadrilateral meshing by circle packing. Proceedings of the 6th international meshing roundtable; October 1997. p. 7-19
题名中译：通过圆堆积生成四边形网格。
[50] Liu J, Tang R. Ball-packing method: a new approach for quality automatic triangulation of arbitrary domains. Proceedings of the 6th international meshing roundtable; October 1997. p. 85-96
题名中译：球堆积方法：任意区域高质量自动三角剖分的新途径。
[51] Shimada K, Yamada A, Itoh T. Anisotropic triangular meshing of parametric surfaces via close packing of ellipsoidal bubbles. Proceedings of the 6th international meshing roundtable; October 1997. p. 375-90.
题名中译：通过椭球气泡紧密堆积生成参数曲面的各向异性三角网格。
[52] Li X-Y, Teng S-H, Ungor A. Biting spheres in 3D. Proceedings of the 8th international meshing roundtable; October 1999. p. 85-95.
题名中译：三维啮合球方法。
[53] Soji Y, Shimada K. High quality anisotropic tetrahedral mesh generation via ellipsoidal bubble packing. Proceedings of the 9th international meshing roundtable; October 2000. p. 263-73.
题名中译：通过椭球气泡堆积生成高质量各向异性四面体网格。
[54] Benabbou A, Borouchaki H, Laug P, Lu J. Sphere packing and applications to granular structure modeling. Proceedings of the 17th international meshing roundtable; October 2008. p. 1-18.
题名中译：球堆积及其在颗粒结构建模中的应用。
[55] Mavriplis DJ. Unstructured mesh generation and adaptivity. ICASE Report No. 95-26; 1995.
题名中译：非结构网格生成与自适应。
[56] Weatherill NP, Hassan O, Morgan K, Peraire J, Peiro J, Marchant MJ. Unstructured grid generation. COSMASE: short course on grid generation, automation and parallel utilisation, Lausanne, Switzerland, September 23-27; 1996.
题名中译：非结构网格生成。
[57] Dirichlet GL. Über die Reduktion der positiven quadratischen Formen mit drei unbestimmten ganzen Zahlen. Z Reine Angew Math 1850;40:209–27.
题名中译：三个不定整数的正二次型的约化。
[58] Voronoj G. Novelles applications de paramètres continus à la théorie des formes quadratiques. Z Reine Angew Math 1908;133:97-178.
题名中译：连续参数在二次型理论中的新应用。
[59] Delaunay B. Sur la sphère vide. Bull Acad Sci USSR, Class Sci Mat Nat 1934;7:793-800.
题名中译：论空球。
[60] Holmes DG, Snyder DD. The generation of unstructured meshes using Delaunay triangulation. Proceedings of the 2nd international conference on numerical grid generation in CFD, Pineridge, Swansea, Wales, UK; 1988. p. 643-52.
题名中译：采用 Delaunay 剖分生成非结构网格。
[61] George PL, Hecht F, Saltel E. Fully automatic mesh generator for 3-D domains of any shape. Imp Comput Sci Eng 1990;2:187-218.
题名中译：任意形状三维区域的全自动网格生成器。
[62] Weatherill NP, Hassan O, Marcum DL. Compressible flowfield solutions with unstructured grids generated by Delaunay triangulation. AIAA J 1995;33:1196-204.
题名中译：采用 Delaunay 剖分生成非结构网格的可压缩流场解。
[63] Rebay S. Efficient unstructured mesh generation by means of Delaunay triangulation and Bowyer-Watson algorithm. J Comput Phys 1993;106:125-38.
题名中译：通过 Delaunay 剖分与 Bowyer–Watson 算法高效生成非结构网格。
[64] Baker TJ. Triangulations, mesh generation and point placement strategies. Proc. conf. frontiers of computational fluid dynamics 1994, Ithaca, New York, November 1994.
题名中译：三角剖分、网格生成与布点策略。
[65] Green PJ, Sibson R. Computing the Dirichlet tessellation in the plane. Comput J 1977;21:168–73.
题名中译：平面 Dirichlet 镶嵌的计算。
[66] Bowyer A. Computing Dirichlet tessellations. Comput J 1981;24:162-6.
题名中译：Dirichlet 镶嵌的计算。
[67] Watson DF. Computing the n-dimensional Delaunay tessellation with application to Voronoj polytopes. Comput J 1981;24:167-72.
题名中译：n 维 Delaunay 镶嵌的计算及其在 Voronoi 多面体中的应用。
[68] Ruppert J. A Delaunay refinement algorithm for quality 2-dimensional mesh generation. J Algorithms 1995;18:548-85.
题名中译：用于二维高质量网格生成的 Delaunay 加密算法。
[69] Shewchuk JR. Triangle: engineering a 2D quality mesh generator and Delaunay triangulator. Proceedings of the 1st workshop application computational geometry, Philadelphia, USA; May 1996. p. 124–33.
题名中译：Triangle：二维高质量网格生成器与 Delaunay 剖分器的开发。
[70] Finkel RA, Bentley JL. Quad trees, a data structure for retrieval of composite keys. Acta Inform 1974;4:1-9.
题名中译：四叉树：用于复合键检索的数据结构。
[71] Samet H. The quadtree and related hierarchical data structures. Comput Surv 1984;16:188–260.
题名中译：四叉树及相关层次数据结构。
[72] Samet H. The design and analysis of spatial data structures. Boston: Addison-Wesley; 1990.
题名中译：空间数据结构的设计与分析。
[73] Yerry MA, Shephard MS. A modified quadtree approach to finite element mesh generation. IEEE Comput Graph Appl 1983;3:39-46.
题名中译：有限元网格生成的改进四叉树方法。
[74] Yerry MA, Shephard MS. Automatic three-dimensional mesh generation by the modified-octree technique. Int J Numer Methods Eng 1984;20:1965-90.
题名中译：采用改进八叉树技术自动生成三维网格。
[75] Miranda ACO, Martha LF. Mesh generation on high-curvature surfaces based on a background quadtree structure. Proceedings of the 11th international meshing roundtable; September 2002. p. 333-42.
题名中译：基于背景四叉树结构的高曲率表面网格生成。
[76] Baker TJ. Three dimensional mesh generation by triangulation of arbitrary point sets. AIAA Paper 87-1124; 1987.
题名中译：通过任意点集的剖分生成三维网格。
[77] Chew LP. Constrained Delaunay triangulations. Algorithmica 1989;4:97-108.
题名中译：约束 Delaunay 剖分。
[78] George PL, Hecht F, Saltel E. Automatic mesh generator with specified boundary. Comput Methods Appl Mech Eng 1991;33:975-95.
题名中译：具有指定边界的自动网格生成器。
[79] Weatherill NP, Hassan O, Marcum DL. Calculation of steady compressible flowfields with the finite-element method. AIAA Paper 93-0341; 1993.
题名中译：采用有限元方法计算稳态可压缩流场。
[80] Sharov D, Nakahashi K. A boundary recovery algorithm for Delaunay tetrahedral meshing. Proceedings of the 5th international conference on numerical grid generation in computing field simulations, Mississippi State University; 1996. p. 229-38.
题名中译：Delaunay 四面体网格的边界恢复算法。
[81] Joe B, Construction of three-dimensional constrained triangulations. Technical Report ZCS2008-06. Zhou Computing Services, Inc.; 2008.
题名中译：三维约束剖分的构造。
[82] Peraire J, Vahdati M, Morgan K, Zienkiewicz OC. Adaptive remeshing for compressible flow computations. J Comput Phys 1987;72:449-66.
题名中译：可压缩流动计算的自适应重新划分网格。
[83] Peraire J, Peiro J, Formaggia L, Morgan K, Zienkiewicz OC. Finite element Euler computations in three dimensions. Int J Numer Method Eng 1988;26:2135-59.
题名中译：三维有限元 Euler 计算。
[84] Löhner R, Parikh P. Three-dimensional grid generation by the advancing front method. Int J Numer Method Fluids 1988;8:1135-49; also AIAA Paper 88-0515; 1988.
题名中译：采用波前推进方法生成三维网格。
[85] Löhner R. Progress in grid generation via the advancing front technique. Eng Comput 1996;12:186-210.
题名中译：采用波前推进技术的网格生成进展。
[86] Pirzadeh S. Structured background grids for generation of unstructured grids by advancing-front method. AIAA J 1993;31:257-65.
题名中译：采用波前推进方法生成非结构网格的结构背景网格。
[87] Pirzadeh S. Unstructured viscous grid generation by advancing-front method. NASA CR-191449; 1993.
题名中译：采用波前推进方法生成非结构黏性网格。
[88] Barth TJ. On unstructured grids and solvers. VKI lecture series 1990-03; 1990. p. 1–65.
题名中译：论非结构网格与求解器。
[89] Marcum DL. Advancing-front/local-reconnection (AFLR) unstructured grid generation. In: Hafez M, Oshima K, editors. CFD review 1998, Part I. Singapore: World Scientific Publishing Co.; 1998.
题名中译：波前推进／局部重新连接（AFLR）非结构网格生成。
[90] Ito Y, Shih AM, Soni BK. Reliable isotropic tetrahedral mesh generation based on an advancing front method. Proceedings of the 13th international meshing roundtable; September 2004. p. 95-106.
题名中译：基于波前推进方法的可靠各向同性四面体网格生成。
[91] Babuška I, Aziz AK. On the angle condition in the finite-element method. SIAM J Numer Anal 1976;13:214-26.
题名中译：有限元方法中的角度条件。
[92] Baker TJ. Discretization of the Navier-Stokes equations and mesh induced errors. Proceedings of the 5th international conference on numerical grid generation in CFD. Mississippi: Mississippi State University; April 1996.
[93] Baker TJ. Irregular meshes and the propagation of solution errors. Proceedings of the 15th international conference on numerical methods in fluid dynamics, Monterey, CA; June 1996.
题名中译：不规则网格与解误差的传播。
[94] Mavriplis DJ. Adaptive mesh generation for viscous flows using Delaunay triangulation. J Comput Phys 1990;90:271-91.
题名中译：采用 Delaunay 剖分的黏性流动自适应网格生成。
[95] Vallet MG, Hecht F, Mantel B. Anisotropic control of mesh generation based upon a Voronoj type method. In: Arcilla AS, et al., editors. Proceedings of the 3rd international conference on numerical grid generation in computing fluid dynamics and related fields, Barcelona, Spain. North-Holland; 1991. p. 93-103.
题名中译：基于 Voronoi 型方法的网格生成各向异性控制。
[96] Irmisch S, Schwolow R, Erzeugung unstrukturierter Dreiecknetze mittels der Delaunay-triangulierung. Zeitschrift Wundheilung 1994;18:361-8.
题名中译：采用 Delaunay 剖分生成非结构三角形网格。
[97] Pirzadeh S. Unstructured viscous grid generation by the advancing-layers method. AIAA J 1994;32:1735-7; also AIAA Paper 93-3453; 1993.
题名中译：采用层推进方法生成非结构黏性网格。
[98] Pirzadeh S. Viscous unstructured three-dimensional grids by the advancing-layers method. AIAA Paper 94-0417; 1994.
题名中译：采用层推进方法生成三维黏性非结构网格。
[99] Hassan O, Probert EJ, Weatherill NP, Marchant MJ, Morgan K, Marcum DL. The numerical simulation of viscous transonic flow using unstructured grids. AIAA Paper 94-2346; 1994.
题名中译：采用非结构网格数值模拟黏性跨声速流动。
[100] Marchant MJ, Weatherill NP. Unstructured grid generation for viscous flow simulations. In: Weatherill NP, et al. editors. Proceedings of the 4th international conference on numerical grid generation in computing fluid dynamics and related fields, Swansea, UK. Pineridge Press; 1994. p. 151-62.
题名中译：黏性流动模拟的非结构网格生成。
[101] Piegl L, Tiller W. The NURBS book. 2nd ed. Berlin: Springer Verlag; 1997.
题名中译：NURBS 专著，第2版。
[102] Whitmire JB, Dollar TW. Prismatic grid generation for NURBS bounded triangulations. AIAA Paper 98-0219; 1998.
题名中译：NURBS 边界三角剖分的棱柱体网格生成。
[103] Kallinderis Y, Ward S. Prismatic grid generation with an efficient algebraic method for aircraft configurations. AIAA Paper 92-2721; 1992.
题名中译：采用高效代数方法生成飞机构型棱柱体网格。
[104] Kallinderis Y, Ward S. Prismatic grid generation for 3-D complex geometries. AIAA J 1993;31:1850-6.
题名中译：三维复杂几何的棱柱体网格生成。
[105] Kallinderis Y, Khawaja A, McMorris H. Hybrid prismatic/tetrahedral grid generation for viscous flows around complex geometries. AIAA J 1996;34:291-8.
题名中译：复杂几何黏性绕流的棱柱体／四面体混合网格生成。
[106] Sharov D, Nakahashi K. Hybrid prismatic/tetrahedral grid generation for viscous flow applications. AIAA Paper 96-2000; 1996; also AIAA J 1998;36:157-62.
题名中译：黏性流动应用的棱柱体／四面体混合网格生成。
[107] Connell SD, Braaten ME. Semistructured mesh generation for three-dimensional Navier-Stokes calculations. AIAA J 1995;33:1017-24.
[108] Dompierre J, Labbé P, Vallet M-G, Camarero R. How to subdivide pyramids, prisms and hexahedra into tetrahedra. Report CERCA R99-78; 1999; also 8th international meshing roundtable, Lake Tahoe, CA; 1999.
题名中译：如何将金字塔形单元、棱柱体与六面体细分为四面体。
[109] Müller JD. Quality estimates and stretched meshes based on Delaunay triangulations. AIAA J 1994;32:2372-9.
题名中译：基于 Delaunay 剖分的质量估计与拉伸网格。
[110] Marcum DL. Generation of unstructured grids for viscous flow applications. AIAA Paper 95-0212; 1995.
题名中译：黏性流动应用的非结构网格生成。
[111] Marcum DL, Gaither JA. Mixed element type unstructured grid generation for viscous flow applications. AIAA Paper 99-3252; 1999.
题名中译：黏性流动应用的混合单元类型非结构网格生成。
[112] McMorris H, Kallinderis Y. A combined octree-advancing front method for tetrahedra and anisotropic surface meshes. AIAA Paper 96-2442; 1996.
题名中译：用于四面体与各向异性表面网格的八叉树—波前推进组合方法。
[113] McMorris H, Kallinderis Y. Octree-advancing front method for generation of unstructured surface and volume meshes. AIAA J 1997;35:976-84.
题名中译：生成非结构表面网格与体网格的八叉树—波前推进方法。
[114] Chen H, Bishop J. Delaunay triangulation for curved surfaces. Proceedings of the 6th international meshing roundtable, Park City, Utah, USA, October 13-15; 1997. p. 115-27.
题名中译：曲面的 Delaunay 剖分。
[115] Nakahashi K. FDM-FEM zonal approach for computations of compressible viscous flows. Lecture notes in physics, vol. 264. Heidelberg: Springer Verlag; 1986. p. 494–8.
题名中译：可压缩黏性流动计算的 FDM–FEM 分区方法。
[116] Nakahashi K, Obayashi S. FDM-FEM zonal approach for viscous flow computations over multiple bodies. AIAA Paper 87-0604; 1987.
题名中译：多物体黏性流动计算的 FDM–FEM 分区方法。
[117] Nakahashi K, Obayashi S. Viscous flow computations using a composite grid. AIAA Paper 87-1128; 1987.
题名中译：采用复合网格的黏性流动计算。
[118] Weatherill NP. Mixed structured-unstructured meshes for aerodynamic flow simulations. Aeronaut J 1990;94:111-23.
题名中译：气动流动模拟的结构—非结构混合网格。
[119] Shaw JA, Georgala JM, Peace AJ, Childs PN. The construction, application and interpretation of three-dimensional hybrid meshes. In: Arcilla AS, et al., editors. Proceedings of the 3rd international conference on numeric grid generation in computing fluid dynamics an related fields, Barcelona, Spain. Amsterdam: North-Holland; 1991.
题名中译：三维混合网格的构造、应用与解释。
[120] Michal T, Johnson J. A hybrid structured/unstructured grid multi-block flow solver for distributed parallel processing. AIAA Paper 97-1895; 1997.
题名中译：用于分布式并行处理的结构／非结构混合网格多块流动求解器。
[121] Shaw JA, Peace AJ. Simulating three-dimensional aeronautical flows on mixed block-structured/semi-unstructured/unstructured grids. Technical Memorandum 428. Bedford: Aircraft Research Association; 1998.
题名中译：在块结构／半非结构／非结构混合网格上模拟三维航空流动。
[122] Blazek J. Comparison of two conservative coupling algorithms for structured-unstructured grid interfaces. AIAA Paper 2003-3536; 2003.
题名中译：结构—非结构网格接口的两种守恒耦合算法的比较。
[123] Pandya SA, Hafez MM. A semi-implicit finite-volume scheme for the solution of Euler equations on 3-D prismatic grids. AIAA Paper 93-3431; 1993.
题名中译：三维棱柱体网格上求解 Euler 方程的半隐式有限体积格式。
[124] Parthasarathy V, Kallinderis Y, Nakajima K. Hybrid adaptation method and directional viscous multigrid with prismatic tetrahedral meshes. AIAA Paper 95-0670; 1995.
题名中译：采用棱柱体—四面体网格的混合自适应方法与定向黏性多重网格。
[125] Parthasarathy V, Kallinderis Y. Directional viscous multigrid using adaptive prismatic meshes. AIAA J 1995;33:69-78.
题名中译：采用自适应棱柱体网格的定向黏性多重网格。
[126] Kao KH, Liou MS. Direct replacement of arbitrary grid-overlapping by nonstructured grid. AIAA Paper 95-0346; 1995.
题名中译：用非结构网格直接替代任意重叠网格。
[127] Nakahashi K. Computations of three-dimensional Navier-Stokes equations by using a prismatic mesh. Proceedings of the 6th NAL symposium on aircraft computational aerodynamics, Tokyo, Japan; June 1988.
[128] Nakahashi K. A finite-element method on prismatic elements for the three-dimensional Navier-Stokes equations. Lecture notes in physics, vol. 323. Heidelberg: Springer Verlag; 1989. p. 434-8.
[129] Nakahashi K. Marching grid generation for external viscous flow problems. Trans Jpn Soc Aerospace Sci 1992;35:88-102.
题名中译：外部黏性流动问题的推进式网格生成。
[130] Kallinderis Y. A new finite-volume Navier-Stokes scheme on three-dimensional semi-structured prismatic elements. AIAA Paper 92-2697; 1992.
题名中译：三维半结构棱柱体单元上的新 Navier–Stokes 有限体积格式。
[131] Kallinderis Y. Adaptive hybrid prismatic/tetrahedral grids. Int J Numer Method Fluids 1995;20:1023-37.
题名中译：自适应棱柱体／四面体混合网格。
[132] Melton JE, Pandya SA, Steger JL. 3-D Euler flow solutions using unstructured Cartesian and prismatic grids. AIAA Paper 93-0331; 1993.
题名中译：采用非结构笛卡尔与棱柱体网格求解三维 Euler 流动。
[133] Karman SL. SPLITFLOW: a 3-D unstructured Cartesian/prismatic grid CFD code for complex geometries. AIAA Paper 95-0343, 1995.
题名中译：SPLITFLOW：复杂几何的三维非结构笛卡尔／棱柱体网格 CFD 程序。
[134] Smith RJ, Leschziner MA. Automatic grid generation for complex geometries. Aeronaut J 1996;100:7-14.
题名中译：复杂几何的自动网格生成。
[135] Wang ZJ, Hufford GS, Przekwas AJ. Adaptive Cartesian/adaptive prism (ACAP) grid generation for complex geometries. AIAA Paper 97-0860; 1997.
题名中译：复杂几何的自适应笛卡尔／自适应棱柱体（ACAP）网格生成。
[136] Delanaye M, Aftosmis M, Berger MJ, Liu Y, Pulliam TH. Automatic hybrid-Cartesian grid generation for high-Reynolds number flows around complex geometries. AIAA Paper 99-0777; 1999.
题名中译：复杂几何高 Reynolds 数绕流的自动混合笛卡尔网格生成。
[137] Hitzel SM, Tremel U, Deister F, Rieger H. Complex configuration meshing—an industrial view and approach. AIAA Paper 2003-4130; 2003.
题名中译：复杂构型网格生成：工业视角与方法。
[138] Rai MM. A conservative treatment of zonal boundaries for Euler equation calculations. J Comput Phys 1986;62:472-503.
题名中译：Euler 方程计算中分区边界的守恒处理。
[139] Shaw JA, Stokes S, Lucking MA. The rapid and robust generation of efficient hybrid grids for RANS simulations over complete aircraft. Int J Numer Method Fluids 2003;43:785-821.
题名中译：快速稳健地生成高效混合网格，用于完整飞机的 RANS 模拟。
[140] Karman SL. Hierarchical unstructured mesh generation. AIAA Paper 2004-0613; 2004.
题名中译：层次化非结构网格生成。
[141] Parthasarathy VN, Graichen CM, Hathaway AF. A comparison of tetrahedron quality measures. Finite Elements Anal Des 1993;15:255-61.
题名中译：四面体质量指标的比较。
[142] Lawson CL. Software for $ C^{1} $ surface interpolation. In: Rice JR, editor. Mathematical software III. New York: Academic Press; 1977. p. 161-94.
题名中译：C¹ 曲面插值软件。
[143] Lawson CL. Properties of n-dimensional triangulations. Comput Aided Geom Des 1986;3:231-46.
题名中译：n 维剖分的性质。