7 参考文献
参考文献
[1] Liu C, Liu Z. Multigrid methods and high order finite difference for flow in transition. AIAA Paper 93-3354; 1993.
题名中译：转捩流动的多重网格方法与高阶有限差分。
[2] Olejniczak DJ, Weirs VG, Liu J, Candler GV. Hybrid finite-difference methods for DNS of compressible turbulent boundary layers. AIAA Paper 96-2086; 1996.
题名中译：可压缩湍流边界层直接数值模拟的混合有限差分方法。
[3] Cook AW, Riley JJ. Direct numerical simulation of a turbulent reactive plume on a parallel computer. J Comput Phys 1996;129:263-83.
题名中译：在并行计算机上直接数值模拟湍流反应羽流。
[4] Pinelli A, Vacca A, Quarteroni A. A spectral multidomain method for the numerical simulation of turbulent flows. J Comput Phys 1997;136:546-58.
题名中译：湍流数值模拟的谱多区域方法。
[5] Zhong X. High-order finite-difference schemes for numerical simulation of hypersonic boundary-layer transition. J Comput Phys 1998;144:662-709.
题名中译：高超声速边界层转捩数值模拟的高阶有限差分格式。
[6] Lange M, Riedel U, Warnatz J. Parallel DNS of turbulent flames with detailed reaction schemes. AIAA Paper 98-2979; 1998.
题名中译：采用详细反应机理的湍流火焰并行直接数值模拟。
[7] Hernandez G, Brenner G. Boundary conditions for direct numerical simulations of free jets. AIAA Paper 99-0287; 1999.
题名中译：自由射流直接数值模拟的边界条件。
[8] Ladeinde F, Liu W, O'Brien EE. DNS evaluation of chemistry models for turbulent, reacting, and compressible mixing layers. AIAA Paper 99-0413; 1999.
题名中译：用直接数值模拟评价湍流、反应及可压缩混合层的化学模型。
[9] Freund JB. Acoustic sources in a turbulent jet—a direct numerical simulation study. AIAA Paper 99-1858; 1999.
题名中译：湍流射流中的声源：直接数值模拟研究。
[10] Rizzetta DP, Visbal MR. Application of a high-order compact difference scheme to large-eddy and direct numerical simulation. AIAA Paper 99-3714; 1999.
题名中译：高阶紧致差分格式在大涡模拟与直接数值模拟中的应用。
[11] Luchini P, Quadrio M. A low-cost parallel implementation of direct numerical simulation of wall turbulence. J Comput Phys 2006;211:551-71.
题名中译：壁面湍流直接数值模拟的低成本并行实现。
[12] Martín MP, Candler GV. A parallel implicit method for the direct numerical simulation of wall-bounded compressible turbulence. J Comput Phys 2006;215:153-71.
题名中译：壁面受限可压缩湍流直接数值模拟的并行隐式方法。
[13] Martín MP, Taylor EM, Wu M, Weirs VG. A bandwidth-optimized WENO scheme for the effective direct numerical simulation of compressible turbulence. J Comput Phys 2006;220:270-89.
题名中译：用于有效直接数值模拟可压缩湍流的带宽优化 WENO 格式。
[14] Salvadore F, Bernardini M, Botti M. GPU accelerated flow solver for direct numerical simulation of turbulent flows. J Comput Phys 2013;235:129-42.
题名中译：用于湍流直接数值模拟的 GPU 加速流动求解器。
[15] Khajeh-Saeed A, Perot JB. Direct numerical simulation of turbulence using GPU accelerated supercomputers. J Comput Phys 2013;235:241-57.
题名中译：采用 GPU 加速超级计算机直接数值模拟湍流。
[16] Marxen O, Magin TE, Shaqfeh E, Iaccarino G. A method for the direct numerical simulation of hypersonic boundary-layer instability with finite-rate chemistry. J Comput Phys 2013;255:572-89.
题名中译：采用有限速率化学反应直接数值模拟高超声速边界层失稳的方法。
[17] Boussinesq J. Essai sur la théorie des eaux courantes. Mem Pres Acad Sci 1877;XXIII:46.
题名中译：流水理论研究。
[18] Boussinesq J. Theorie de l'écoulement tourbillonant et tumulteur des liquides dans les lits rectiligues. Comptes Rendus Acad Sci 1896;CXXII:1293.
题名中译：直线河床中液体涡旋与湍动流动的理论。
[19] Reynolds O. On the dynamical theory of incompressible viscous fluids and the determination of the criterion. Philos Trans R Soc Lond A 1895;186:123-64.
题名中译：不可压缩黏性流体的动力学理论与判据的确定。
[20] Favre A. Equations des gaz turbulents compressibles, part 1: formes générales. J Mécan 1965;4:361-90.
题名中译：可压缩湍流气体方程，第1部分：一般形式。
[21] Favre A. Equations des gaz turbulents compressibles, part 2: méthode des vitesses moyennes; méthode des vitesses moyennes pondérées par la masse volumique. J Mécan 1965;4:391-21.
题名中译：可压缩湍流气体方程，第2部分：平均速度方法与密度加权平均速度方法。
[22] Morkovin MV. Effects of compressibility on turbulent flow. In: Favre A, editor. The mechanics of turbulence. New York: Gordon and Breach; 1964.
题名中译：可压缩性对湍流的影响。
[23] Wilcox DC. Turbulence modeling for CFD. La Canada, CA: DCW Industries, Inc.; 1993.
题名中译：面向 CFD 的湍流建模。
[24] Reynolds O. On the extent and action of the heating surface for steam boilers. Proc Manchester Lit Philos Soc 1874;14:7-12.
题名中译：蒸汽锅炉受热面的范围与作用。
[25] Hallbäck M, Henningson DS, Johansson AV, Alfredsson PH, editors. Turbulence and transition modelling. ERCOFTAC Series, vol. 2. Dordrecht, The Netherlands: Kluwer Academic Publishers; 1996.
题名中译：湍流与转捩建模。
[26] Spalart P, Shur M. On the sensitization of turbulence models to rotation and curvature. Aerospace Sci Technol 1997;5:297-302.
题名中译：湍流模型对旋转与曲率的敏感性修正。
[27] Shur M, Strelets M, Travin A, Spalart P. Turbulence modeling in rotating and curved channels: assessment of the Spalart-Shur correction term. AIAA Paper 98-0325; 1998.
题名中译：旋转及弯曲槽道中的湍流建模：Spalart–Shur 修正项的评估。
[28] Lumley JL. Toward a turbulent constitutive equation. J Fluid Mech 1970;41:413–34.
题名中译：迈向湍流本构方程。
[29] Lumley JL. Computational modeling of turbulent flows. Adv Appl Mech 1978;18:123-76.
题名中译：湍流的计算建模。
[30] Craft TJ, Launder BE, Suga K. A non-linear eddy-viscosity model including sensitivity to stress anisotropy. In: Proc. 10th symp. turbulent shear flows, Paper 23:19. Pennsylvania State University; 1995.
题名中译：包含应力各向异性敏感性的非线性涡黏性模型。
[31] Shih TH, Zhu J, Liou WW, Chen K-H, Liu N-S, Lumley J. Modeling of turbulent swirling flows. In: Proc. 11th symposium on turbulent shear flows. Grenoble, France; 1997 [also NASA TM-113112; 1997].
题名中译：湍流旋流建模。
[32] Chen K-H, Liu N-S. Evaluation of a non-linear turbulence model using mixed volume unstructured grids. AIAA Paper 98-0233, 1998.
题名中译：采用混合体积非结构网格评价非线性湍流模型。
[33] Goldberg U, Peroomian O, Chakravarthy S. Application of the $ k-\varepsilon-R $ turbulence model to wall-bounded compressive flows. AIAA Paper 98-0323; 1998.
题名中译：k–ε–R 湍流模型在壁面受限压缩流动中的应用。
[34] Abdel Gawad AF, Abdel Latif OE, Ragab SA, Shabaka IM. Turbulent flow and heat transfer in rotating non-circular ducts with nonlinear $ k-\varepsilon $ model. AIAA Paper 98-0326; 1998.
题名中译：采用非线性 K–ε 模型研究旋转非圆形管道中的湍流与传热。
[35] Yoshizawa A, Fujiwara H, Hamba F, Nisizima S, Kumagai Y. Nonequilibrium turbulent-viscosity model for supersonic free-shear layer/wall-bounded flows. AIAA J 2003;41:1029-36.
题名中译：超声速自由剪切层及壁面受限流动的非平衡湍流黏性模型。
[36] Tucker PG, Liu Y, Chung YM, Jouvray A. Computation of an unsteady complex geometry flow using novel non-linear turbulence models. Int J Numer Methods Fluids 2003;43:979-1001.
题名中译：采用新型非线性湍流模型计算复杂几何中的非定常流动。
[37] Yang X, Ma H. Computation of strongly swirling confined flows with cubic eddy-viscosity turbulence models. Int J Numer Methods Fluids 2003;43:1355-70.
题名中译：采用三次涡黏性湍流模型计算强旋转受限流动。
[38] Hinze JO. Turbulence. 2nd ed. New York: McGraw-Hill; 1975.
题名中译：湍流（第2版）。
[39] Bai XS. On the modeling of turbulent combustion at low Mach numbers. PhD Thesis. Stockholm, Sweden: Royal Inst. of Technology, Dept. of Mechanics/Applied CFD; 1994.
题名中译：低马赫数湍流燃烧的建模。
[40] Adumitroaie V, Ristorcelli JR, Taulbee DB. Progress in Favre-Reynolds stress closures for compressible flows. ICASE Report No. 98-21; 1998.
题名中译：可压缩流动 Favre–Reynolds 应力封闭模型的进展。
[41] Kobayashi MH, Marques NPC, Pereira JCE. Critical evaluation of near wall treatment for turbulent Reynolds stress models to predict aerodynamic stall. AIAA Paper 97-1826; 1997.
题名中译：对湍流 Reynolds 应力模型预测气动失速时的近壁处理进行批判性评估。
[42] Rizzetta DP. Evaluation of algebraic Reynolds-stress models for separated high-speed flows. AIAA Paper 97-2125; 1997.
题名中译：分离高速流动代数 Reynolds 应力模型的评估。
[43] Chassaing JC, Gerolymos GA, Vallet I. Reynolds-stress model dual-time-stepping computation of unsteady three-dimensional flows. AIAA J 2003;41:1882-94.
题名中译：采用 Reynolds 应力模型与双时间推进计算非定常三维流动。
[44] Ben Nasr N, Gerolymos GA, Vallet I. Low-diffusion approximate Riemann solvers for Reynolds-stress transport. J Comput Phys 2014;268:186-35.
题名中译：用于 Reynolds 应力输运的低扩散近似 Riemann 求解器。
[45] Mor-Yossef Y. Unconditionally stable time marching scheme for Reynolds stress models. J Comput Phys 2014;276:635-64.
题名中译：Reynolds 应力模型的无条件稳定时间推进格式。
[46] Bardina JE, Huang PG, Coakley TJ. Turbulence modeling validation, testing, and development. NASA TM-110446; 1997.
题名中译：湍流建模的验证、测试与发展。
[47] Spalart SR, Allmaras SA. A one-equation turbulence model for aerodynamic flows. AIAA Paper 92-0439; 1992 [also in La Recherche Aerospatiale 1994;1:5-21].
题名中译：气动流动的单方程湍流模型。
[48] Tucker PG. Differential equation based length scales to improve DES and RANS simulations. AIAA Paper 2003-3968; 2003.
题名中译：基于微分方程的长度尺度及其对 DES 与 RANS 模拟的改进。
[49] Ashford GA. An unstructured grid generation and adaptive solution technique for high-Reynolds-number compressible flows. PhD Thesis. Ann Arbor, USA: The University of Michigan, Dept. of Aerospace Engineering; 1996.
题名中译：高雷诺数可压缩流动的非结构网格生成与自适应求解技术。
[50] Rung T, Bunge U, Schatz M, Thiele F. Restatement of the Spalart-Allmaras eddy-viscosity model in strain-adaptive formulation. AIAA J 2003;41:1396-9.
题名中译：以应变自适应形式重新表述 Spalart–Allmaras 涡黏性模型。
[51] Chou PY. On velocity correlations and the solutions of the equations of turbulent fluctuations. Quart Appl Math 1945;3:38-54.
题名中译：速度关联及湍流脉动方程的求解。
[52] Jones WP, Launder BE. The prediction of laminarization with a two-equation model of turbulence. Int J Heat Mass Transfer 1972;15:301-14.
题名中译：采用双方程湍流模型预测层流化。
[53] Jones WP, Launder BE. The prediction of low-Reynolds-number phenomena with a two-equation model of turbulence. Int J Heat Mass Transfer 1973;16:1119-30.
题名中译：采用双方程湍流模型预测低雷诺数现象。
[54] Launder BE, Sharma BI. Application of the energy dissipation model of turbulence to the calculation of flow near a spinning disc. Lett Heat Mass Transfer 1974;1:131-8.
题名中译：将湍流能量耗散模型用于旋转圆盘附近的流动计算。
[55] Launder BE, Spalding B. The numerical computation of turbulent flows. Comput Methods Appl Mech Eng 1974;3:269-89.
题名中译：湍流的数值计算。
[56] Lam CKG, Bremhorst KA. Modified form of $ K - \varepsilon $ model for predicting wall turbulence. ASME J Fluid Eng 1981;103:456-60.
题名中译：用于预测壁面湍流的修正 K–ε 模型。
[57] Chien K-Y. Predictions of channel and boundary-layer flows with a low-Reynolds-number turbulence model. AIAA J 1982;20:33-38.
题名中译：采用低雷诺数湍流模型预测槽道流与边界层流动。
[58] Patel VC, Rodi W, Scheurer G. turbulence models for near-wall and low Reynolds number flows: a review. AIAA J 1985;23:1308-19.
题名中译：近壁及低雷诺数流动的湍流模型：综述。
[59] Kunz RF, Lakshminarayana B. stability of explicit Navier-Stokes procedures using $ K-\varepsilon $ and $ K-\varepsilon/ $ algebraic Reynolds stress turbulence models. J Comput Phys 1992;103:141-59.
题名中译：采用 K–ε 与 K–ε／代数 Reynolds 应力湍流模型的显式 Navier–Stokes 方法的稳定性。
[60] Gerolymos GA. Implicit multiple-grid solution of the compressible Navier-Stokes equations using $ K-\varepsilon $ turbulence closure. AIAA J 1990;28:1707-17.
题名中译：采用 K–ε 湍流封闭模型隐式求解可压缩 Navier–Stokes 方程的多重网格方法。
[61] Mavriplis DJ, Martinelli L. Multigrid solution of compressible turbulent flow on unstructured meshes using a two-equation model. AIAA Paper 91-0237; 1991.
题名中译：采用双方程模型在非结构网格上多重网格求解可压缩湍流。
[62] Turner MG, Jennions IK. An investigation of turbulence modeling in transonic fans including a novel implementation of an implicit $ K-\varepsilon $ turbulence model. J Turbomach 1993;115:249-60.
题名中译：跨声速风扇湍流建模研究及隐式 K–ε 湍流模型的新型实现。
[63] Grasso F, Falconi D. On high speed turbulence modeling of shock-wave boundary-layer interaction. AIAA Paper 93-0778; 1993.
题名中译：激波—边界层相互作用的高速湍流建模。
[64] Koobus B. An implicit method for turbulent boundary layers simulation. INRIA Report No. 2450, December 1994.
题名中译：湍流边界层模拟的隐式方法。
[65] Sondak DL. Parallel implementation of the $ K - \varepsilon $ turbulence model. AIAA Paper 94–0758; 1994.
题名中译：K–ε 湍流模型的并行实现。
[66] Gerolymos GA, Vallet I. Implicit computation of three-dimensional compressible Navier-Stokes equations using $ K - \varepsilon $ closure. AIAA J 1996;34:1321-30.
题名中译：采用 K–ε 封闭模型隐式计算三维可压缩 Navier–Stokes 方程。
[67] Luo H, Baum JD, Löhner R. Computation of compressible flows using a two-equation turbulence model on unstructured grids. AIAA Paper 97-0430; 1997.
题名中译：采用双方程湍流模型在非结构网格上计算可压缩流动。
[68] Papp J, Ghia K. Study of turbulent compressible mixing layers using two-equation turbulence models including an RNG $ K - \varepsilon $ model. AIAA paper 1998-320; 1998.
题名中译：采用包含 RNG K–ε 模型在内的双方程湍流模型研究可压缩湍流混合层。
[69] Wang Q, Massey SJ, Abdol-Hamid KS, Frink NT. Solving Navier-Stokes equations with advanced turbulence models on three-dimensional unstructured grids. AIAA Paper 99-0156; 1999.
题名中译：采用先进湍流模型在三维非结构网格上求解 Navier–Stokes 方程。
[70] Sinha K, Candler G, Martin M. Assessment of the $ K-\varepsilon $ turbulence model for compressible flows using direct simulation data. AIAA Paper 2001-730; 2001.
题名中译：利用直接模拟数据评估可压缩流动的 K–ε 湍流模型。
[71] Van Maele K, Merci B, Dick E. Comparative study of $ K - \varepsilon $ turbulence models in inert and reacting swirling flow. AIAA Paper 2003-3744; 2003.
题名中译：惰性及反应旋流中 K–ε 湍流模型的比较研究。
[72] Ferreira VG, Mangiavacchi N, Tomé MF, Castelo A, Cuminato JA, McKee S. Numerical simulation of turbulent free surface flow with two-equation $ K - \varepsilon $ eddy-viscosity models. Int J Numer Methods Fluids 2004;44:347-75.
题名中译：采用双方程 K–ε 涡黏性模型数值模拟湍流自由表面流动。
[73] Brinckman K, Rodebaugh G, Dash S. Towards a unified K-epsilon turbulence model for the practical analysis of aeropropulsive flows. AIAA Paper 2013-392; 2013.
题名中译：迈向用于航空推进流动实用分析的统一 K–ε 湍流模型。
[74] Sinha K, Balasridhar SJ. Conservative formulation of the $ K-\varepsilon $ turbulence model for shock-turbulence interaction. AIAA J 2013;51:1872-82.
题名中译：用于激波—湍流相互作用的 K–ε 湍流模型守恒形式。
[75] Edeling WN, Cinnella P, Dwight RP, Bijl H. Bayesian estimates of parameter variability in the $ K-\varepsilon $ turbulence model. J Comput Phys 2014;258:73-94.
题名中译：K–ε 湍流模型参数变异性的 Bayesian 估计。
[76] Lakshminarayana B. Turbulence modeling for complex shear flows. AIAA J 1986;24:1900–17.
题名中译：复杂剪切流动的湍流建模。
[77] Kunz RF, Lakshminarayana B. Explicit Navier-Stokes computation of cascade flows using the $ K-\varepsilon $ turbulence model. AIAA J 1992;30:13-22.
题名中译：采用 K–ε 湍流模型显式计算叶栅流动的 Navier–Stokes 方程。
[78] Spalding DB. A single formula for the “law of the wall”. ASME J Appl Mech 1961;28:455-58.
题名中译：壁面律的单一公式。
[79] Viegas JR, Rubesin MW. Wall-function boundary conditions in the solution of the Navier-Stokes equations for complex compressible flows. AIAA Paper 83-1694; 1983.
[80] Abdol-Hamid KS, Lashmanan B, Carlson JR. Application of Navier-Stokes code PAB3D with k- $ \varepsilon $ turbulence models to attached and separated flows. NASA TR-3480; 1995.
题名中译：采用 k–ε 湍流模型的 Navier–Stokes 程序 PAB3D 在附着及分离流动中的应用。
[81] Frink N. Assessment of an unstructured-grid method for predicting 3-D turbulent viscous flows. AIAA Paper 96-0292; 1996.
题名中译：预测三维湍流黏性流动的非结构网格方法评估。
[82] Mohammadi B, Pironneau O. Unsteady separated turbulent flows computation with wall-laws and $ k-\varepsilon $ model. Comput Methods Appl Eng 1997;148:393-405.
题名中译：采用壁面律与 K–ε 模型计算非定常分离湍流。
[83] Grotjans H, Menter FR. Wall functions for general application CFD codes. In: Proc. fourth european CFD conf, 7-11 Sept. Athens, Greece; 1998.
题名中译：通用 CFD 程序的壁面函数。
[84] Kalitzin G, Medic G, Iaccarino G, Durbin P. Near-wall behavior of RANS turbulence models and implications for wall functions. J Comput Phys 2005;204:265-91.
题名中译：RANS 湍流模型的近壁行为及其对壁面函数的影响。
[85] Knopp T, Alrutz T, Schwamborn D. A grid and flow adaptive wall-function method for RANS turbulence modeling. J Comput Phys 2006;220:19-40.
题名中译：用于 RANS 湍流建模的网格与流动自适应壁面函数方法。
[86] Menter FR. Two-equation eddy-viscosity turbulence models for engineering applications. AIAA Paper 93-2906; 1993 [also AIAA J 1994;32:1598-605].
题名中译：工程应用的双方程涡黏性湍流模型。
[87] Menter FR, Rumsey LC. Assessment of two-equation turbulence models for transonic flows. AIAA Paper 94-2343; 1994.
题名中译：跨声速流动双方程湍流模型的评估。
[88] Wilcox DC. Reassessment of the scale-determining equation for advanced turbulence models. AIAA J 1988;26:1299-1310.
题名中译：重新评估先进湍流模型的尺度确定方程。
[89] Menter FR. Influence of freestream values on $ K-\omega $ turbulence model predictions. AIAA J 1992;30:1651-9.
题名中译：自由来流值对 K–ω 湍流模型预测的影响。
[90] Hellsten A, Laine S. Extension of the $ K-\omega $ -SST turbulence model for flows over rough surfaces. AIAA Paper 97-3577; 1997 [also AIAA J 1998;36:1728-29].
题名中译：将 K–ω SST 湍流模型扩展到粗糙表面流动。
[91] Hellsten A. Some improvements in Menter's $ K - \omega $ SST turbulence model. AIAA Paper 98-2554; 1998.
题名中译：Menter K–ω SST 湍流模型的若干改进。
[92] Forsythe JR, Hoffmann KA, Suzen YB. Investigation of modified Menter's two-equation turbulence model for supersonic applications. AIAA Paper 99-0873; 1999.
题名中译：修正 Menter 双方程湍流模型在超声速应用中的研究。
[93] Goodheart K, Dykas S, Schnerr G. Numerical insights into the solution of transonic flow test cases using the Wilcox K - ω, EASM and SST models. AIAA Paper 2003-1141; 2003.
题名中译：采用 Wilcox K–ω、EASM 与 SST 模型求解跨声速流动测试算例的数值分析。
[94] Steed R. High lift CFD simulations with an SST-based predictive laminar to turbulent transition model. AIAA paper 2011-864; 2011.
题名中译：采用基于 SST 的层流—湍流转捩预测模型进行高升力 CFD 模拟。
[95] Murman S. Evaluating modified diffusion coefficients for the SST turbulence model using benchmark tests. AIAA Paper 2011-3571; 2011.
题名中译：通过基准测试评估 SST 湍流模型的修正扩散系数。
[96] Geisbauer S. Numerical spoiler wake investigations at the borders of the flight envelope. AIAA Paper 2011-3811; 2011.
题名中译：飞行包线边界处扰流板尾流的数值研究。
[97] Schoenawa S, Hartmann R. Discontinuous Galerkin discretization of the Reynolds-averaged Navier-Stokes equations with the shear-stress transport model. J Comput Phys 2014;262:194-216.
题名中译：包含剪切应力输运模型的 Reynolds 平均 Navier–Stokes 方程的间断 Galerkin 离散。
[98] Smagorinsky J. General circulation experiments with the primitive equations. Mon Weather Rev 1963;91:99-165.
题名中译：采用原始方程进行大气环流实验。
[99] Deardorff JW. A numerical study of three-dimensional turbulent channel flow at large Reynolds numbers. J Fluid Mech 1970;41:453-80.
题名中译：大雷诺数三维湍流槽道流的数值研究。
[100] Schumann U. Subgrid-scale model for finite-difference simulations of turbulent flows in plane channels and annuli. J Comput Phys 1975;18:376-404.
题名中译：平面槽道与环形通道中湍流有限差分模拟的亚格子尺度模型。
[101] Bardina J, Ferziger JH, Reynolds WC. Improved subgrid models for large eddy simulation. AIAA Paper 80-1357; 1980.
题名中译：用于大涡模拟的改进亚格子模型。
[102] Moin P, Kim J. Numerical investigation of turbulent channel flow. J Fluid Mech 1982;118:341-77.
题名中译：湍流槽道流的数值研究。
[103] Piomelli U, Zang TA, Speziale CG, Hussaini MY. On the large-eddy simulation of transitional wall-bounded flows. ICASE Report No. 89-55; 1989.
题名中译：转捩壁面受限流动的大涡模拟。
[104] Hussaini MY, Speziale CG, Zang TA. Discussion of “The potential and limitations of direct and large-eddy simulations.” ICASE Report No. 89-61; 1989.
题名中译：关于“直接模拟与大涡模拟的潜力及局限”的讨论。
[105] Erlebacher G, Hussaini MY, Speziale CG, Zang TA. Toward the large-eddy simulation of compressible turbulent flows. ICASE Report No. 90-76; 1990.
题名中译：迈向可压缩湍流的大涡模拟。
[106] Erlebacher G, Hussaini MY, Speziale CG, Zang TA. On the large-eddy simulation of compressible isotropic turbulence. In: 12th International Conf. on Numerical Methods in Fluid Dynamics, Oxford, England; Lecture Notes in Physics, vol. 371. Berlin: Springer; 1990.
题名中译：可压缩各向同性湍流的大涡模拟。
[107] Schumann U. Direct and large-eddy simulation of turbulence—summary of the state of the art 1993. VKI Lecture Series 1993-02. Von Karman Institute: Rhode-St-Genèse, Belgium; 1993.
题名中译：湍流直接模拟与大涡模拟：1993年发展水平综述。
[108] Jones WP, Wille M. Large eddy simulation of a jet in a cross-flow. In: 10th Symposium on turbulent shear flows, vol. 1. The Pennsylvania State University, PA, August 14–16; 1995.
题名中译：横向流动中射流的大涡模拟。
[109] Lund TS, Moin P. Large eddy simulation of a boundary layer on a concave surface. In: 10th symposium on turbulent shear flows, vol. 1. The Pennsylvania State University, PA, August 14–16; 1995.
题名中译：凹面边界层的大涡模拟。
[110] Calhoon WH, Menon S. Subgrid modeling for reacting large eddy simulations. AIAA Paper 96-0516; 1996.
题名中译：反应流动大涡模拟的亚格子建模。
[111] Cook AW, Riley JJ, Kosaly G. A laminar flamelet approach to subgrid-scale chemistry in turbulent flows. Combust Flame 1997;109:332-41.
题名中译：湍流亚格子尺度化学反应的层流火焰面方法。
[112] Wu Y, Cao S, Yang J, Ge L, Guilbaud M, Soula V. Turbulent flow calculation through a water turbine draft tube by using the Smagorinsky model. In: ASME fluids engineering division summer meeting (FEDSM), Paper No. FEDSM98-4864. Washington DC; 1998.
题名中译：采用 Smagorinsky 模型计算水轮机尾水管中的湍流。
[113] Held J. Large eddy simulations of separated compressible flows around 3-D configurations. PhD Thesis. Lund, Sweden: Department of heat and power engineering/fluid mechanics, Lund Institute of Technology; 1998.
题名中译：三维构型周围可压缩分离流动的大涡模拟。
[114] Kim W-W, Menon S, Mongia HC. Large eddy simulations of reacting flows in a dump combustor. AIAA Paper 98-2432; 1998.
题名中译：突扩燃烧室反应流动的大涡模拟。
[115] Ducros F, Ferrand V, Nicoud F, Weber C, Darracq D, Gacherieu C, Poinsot T. Large-eddy simulation of the shock/turbulence interaction. J Comput Phys 1999;152:517–49.
题名中译：激波与湍流相互作用的大涡模拟。
[116] Jaberï FA. Large eddy simulation of turbulent premixed flames via filtered mass density function. AIAA Paper 99-0199; 1999.
题名中译：通过滤波质量密度函数进行湍流预混火焰的大涡模拟。
[117] Han J, Lin Y-L, Arya SP, Proctor FH. Large eddy simulation of aircraft wake vortices in a homogeneous atmospheric turbulence—vortex decay and descent. AIAA Paper 99-0756; 1999.
题名中译：均匀大气湍流中飞机尾涡的大涡模拟：涡的衰减与下降。
[118] Bui TT. A parallel, finite-volume algorithm for large-eddy simulation of turbulent flows. AIAA Paper 99-0789; 1999.
题名中译：湍流大涡模拟的并行有限体积算法。
[119] Kravchenko AG, Moin P, Shariff K. B-Spline method and zonal grids for simulations of complex turbulent flows. J Comput Phys 1999;151:757-89.
题名中译：用于复杂湍流模拟的 B 样条方法与分区网格。
[120] Cook AW. A consistent approach to large eddy simulation using adaptive mesh refinement. J Comput Phys 1999;154:117-33.
题名中译：采用自适应网格加密进行大涡模拟的一致方法。
[121] Pascarelli A, Piomelli U, Candler GV. Multi-block large-eddy simulations of turbulent boundary layers. J Comput Phys 2000;157:256-79.
题名中译：湍流边界层的多块大涡模拟。
[122] Kurose R, Makino H. Large eddy simulation of a solid-fuel jet flame. Combust Flame 2003;135:1-16.
题名中译：固体燃料射流火焰的大涡模拟。
[123] Di Mare F, Jones WP, Menzies KR. Large eddy simulation of a model gas turbine combustor. Combust Flame 2004;137:278-94.
题名中译：模型燃气轮机燃烧室的大涡模拟。
[124] Roux S, Lartigue G, Poinsot T, Meier U, Bérat C. Studies of mean and unsteady flow in a swirled combustor using experiments, acoustic analysis, and large eddy simulations. Combust Flame 2005;141:40-54.
题名中译：通过实验、声学分析和大涡模拟研究旋流燃烧室中的平均与非定常流动。
[125] Trouve A, Wang Y. Large eddy simulation of compartment fires. Int J Comput Fluid Dynam 2010;24:449-66.
题名中译：室内火灾的大涡模拟。
[126] Knopp T, Zhang X, Kessler R, Lube G. Enhancement of an industrial finite-volume code for large-eddy-type simulation of incompressible high Reynolds number flow using near-wall modelling. Comput Methods Appl Mech Eng 2010;199:890-902.
题名中译：通过近壁建模改进工业有限体积程序，以进行不可压缩高雷诺数流动的大涡类模拟。
[127] Granet V, Vermorel O, Lacour C, Enaux B, Dugué V, Poinsot T. Large-eddy simulation and experimental study of cycle-to-cycle variations of stable and unstable operating points in a spark ignition engine. Combust Flame 2012;159:1562-75.
题名中译：火花点火发动机稳定及不稳定工作点循环间变化的大涡模拟与实验研究。
[128] Viazzo S, Poncet S, Serre E, Randriamampianina A, Bontoux P. High-order large eddy simulations of confined rotor-stator flows. Flow Turbul Combust 2012;88:63-75.
题名中译：受限转子—定子流动的高阶大涡模拟。
[129] Chapman DR. Computational aerodynamics development and outlook. AIAA J 1979;17:1293-313.
题名中译：计算空气动力学的发展与展望。
[130] Tam CKW, Webb JC. Dispersion-relation-preserving finite difference schemes for computational acoustics. J Comput Phys 1993;107:262-81.
题名中译：计算声学中保持色散关系的有限差分格式。
[131] Tam CKW. Applied aero-acoustics: prediction methods. VKI Lecture Series 1996-04. Rhode-St-Genèse, Belgium: Von Karman Institute; 1996.
题名中译：应用气动声学：预测方法。
[132] Mittal R, Moin P. Suitability of upwind-biased finite difference schemes for large-eddy simulation of turbulent flows. AIAA J 1997;35:1415-17.
题名中译：偏迎风有限差分格式对湍流大涡模拟的适用性。
[133] Garnier E, Mossi M, Sagaut P, Comte P, Deville M. On the use of shock-capturing schemes for large-eddy simulation. J Comput Phys 1999;153:273-311.
题名中译：激波捕捉格式在大涡模拟中的应用。
[134] Kravchenko AG, Moin P. On the effect of numerical errors in large eddy simulations of turbulent flow. J Comput Phys 1997;131:310-22.
题名中译：数值误差对湍流大涡模拟的影响。
[135] Park N, Yoo JY, Choi H. Discretization errors in large eddy simulation: on the suitability of centered and upwind-biased compact difference schemes. J Comput Phys 2004;198:580-616.
题名中译：大涡模拟中的离散误差：中心及偏迎风紧致差分格式的适用性。
[136] Denaro FM. What does finite volume-based implicit filtering really resolve in Large-eddy simulations? J Comput Phys 2011;230:3849-83.
题名中译：大涡模拟中基于有限体积的隐式滤波究竟解析了什么。
[137] Miet P, Laurence D, Nitrosso B. Large eddy simulation with unstructured grids and finite elements. In: 10th Symposium on turbulent shear flows, vol. 2. The Pennsylvania State University, PA, August 14–16, 1995.
题名中译：采用非结构网格与有限元进行大涡模拟。
[138] Jansen K. Large-eddy simulation of flow around a NACA 4412 Airfoil using unstructured grids. Center for Turbulence Research, NASA Ames/Stanford University, Annual Research Briefs; 1996. p. 225-32.
题名中译：采用非结构网格对 NACA 4412 翼型周围流动进行大涡模拟。
[139] Chalot F, Marquez B, Ravachol M, Ducros F, Nicoud F, Poinsot T. A consistent finite element approach to large eddy simulation. AIAA Paper 98-2652; 1998.
题名中译：大涡模拟的一致有限元方法。
[140] Okong'o N, Knight D. Compressible large eddy simulation using unstructured grids: channel and boundary layer flows. AIAA Paper 98-3315; 1998.
题名中译：采用非结构网格进行可压缩大涡模拟：槽道流与边界层流动。
[141] Urbin G, Knight D, Zheltovodov AA. Compressible large eddy simulation using unstructured grid: supersonic turbulent boundary layer and compression corner. AIAA Paper 99-0427; 1999.
题名中译：采用非结构网格进行可压缩大涡模拟：超声速湍流边界层与压缩拐角。
[142] Marsden AL, Vasilyev OV, Moin P. Construction of commutative filters for LES on unstructured meshes. J Comput Phys 2002;175:584-603.
题名中译：非结构网格大涡模拟中可交换滤波器的构造。
[143] Camarri S, Salvetti MV, Koobus B, Dervieux A. A low-diffusion MUSCL scheme for LES on unstructured grids. Comput Fluids 2004;33:1101-29.
题名中译：非结构网格大涡模拟的低扩散 MUSCL 格式。
[144] Selle L, Lartigue G, Poinsot T, Koch R, Schildmacher K-U, Krebs W, et al. Compressible large eddy simulation of turbulent combustion in complex geometry on unstructured meshes. Combust Flame 2004;137:489-505.
题名中译：采用非结构网格对复杂几何中的湍流燃烧进行可压缩大涡模拟。
[145] Koobus B, Farhat C. A variational multiscale method for the large eddy simulation of compressible turbulent flows on unstructured meshes—application to vortex shedding. Comput Methods Appl Mech Eng 2004;193:1367-83.
题名中译：非结构网格上可压缩湍流大涡模拟的变分多尺度方法及其在涡脱落中的应用。
[146] Ciardi M, Sagaut P, Klein M, Dawes WN. A dynamic finite volume scheme for large-eddy simulation on unstructured grids. J Comput Phys 2005;210:632-55.
题名中译：非结构网格大涡模拟的动态有限体积格式。
[147] Wang G, Duchaine F, Papadogiannis D, Duran I, Moreau S, Gicquel LYM. An overset grid method for large eddy simulation of turbomachinery stages. J Comput Phys 2014;274:333-55.
题名中译：叶轮机械级大涡模拟的重叠网格方法。
[148] Ferziger JH. Direct and large eddy simulation of turbulence. In: Vincent A, editor. Numerical methods in fluid mechanics, vol. 16. Centre de Recherches Mathématiques Université de Montréal, Proceedings and Lecture Notes; 1998. p. 53-97.
题名中译：湍流的直接模拟与大涡模拟。
[149] Piomelli U. Large-eddy simulation of turbulent flows. VKI Lecture Series 1998-05. Rhode-St-Genèse, Belgium: Von Karman Institute; 1998.
题名中译：湍流的大涡模拟。
[150] Mossi M. Simulation of benchmark and industrial unsteady compressible turbulent fluid flows. PhD Thesis, No. 1958, École Polytechnique Fédérale de Lausanne, Département de Génie Mécanique, Switzerland; 1999.
题名中译：基准及工业非定常可压缩湍流的模拟。
[151] Sagaut P. Large eddy simulation for incompressible flows: an introduction. 3rd ed. Berlin: Springer; 2005.
题名中译：不可压缩流动的大涡模拟：导论（第3版）。
[152] Garnier E, Adams N, Sagaut P. Large eddy simulation for compressible flows. Berlin: Springer; 2009.
题名中译：可压缩流动的大涡模拟。
[153] Piomelli U. Large-eddy simulation: present state and future directions. AIAA Paper 98-0534; 1998.
题名中译：大涡模拟的现状与未来方向。
[154] Pitsch H. Large-eddy simulation of turbulent combustion. Annu Rev Fluid Mech 2006;38:453–482.
题名中译：湍流燃烧的大涡模拟。
[155] Piomelli U, Benocci C, van Beeck JP. Large eddy simulation and related techniques. VKI Lecture Series 2010-04. Rhode-St-Genèse, Belgium: Von Karman Institute; 2010.
题名中译：大涡模拟及相关技术。
[156] Vasilyev OV, Lund TS. A General theory of discrete filtering for LES in complex geometry. Annual Research Briefs, Center for Turbulence Research, NASA Ames/Stanford Univ.; 1997. p. 67-82.
题名中译：复杂几何中大涡模拟离散滤波的一般理论。
[157] Vasilyev OV, Lund TS, Moin P. A general class of commutative filters for les in complex geometries. J Comput Phys 1998;146:82-104.
题名中译：复杂几何大涡模拟中一类通用的可交换滤波器。
[158] Lund TS, Kaltenbach H-J. Experiments with explicit filtering for les using a finite-difference method. Annual Research Briefs, Center for Turbulence Research, NASA Ames/Stanford Univ.; 1995. p. 91-105.
题名中译：采用有限差分方法进行大涡模拟显式滤波的试验。
[159] Lund TS. On the use of discrete filters for large eddy simulation. Annual Research Briefs, Center for Turbulence Research, NASA Ames/Stanford Univ.; 1997. p. 83-95.
题名中译：离散滤波器在大涡模拟中的应用。
[160] Leonard A. Energy cascade in large-eddy simulations of turbulent fluid flows. Adv Geophys 1974;18:237-48.
题名中译：湍流流体大涡模拟中的能量级串。
[161] Moin P, Squires KD, Cabot WH, Lee S. A dynamic subgrid-scale model for compressible turbulence and scalar transport. Phys Fluids 1991;3:2746-57.
题名中译：可压缩湍流与标量输运的动态亚格子尺度模型。
[162] Vreman B, Geurts B, Kuerten H, Broeze J, Wasistho B, Streng M. Dynamic subgrid-scale models for LES of transitional and turbulent compressible flow id 3-D shear layers. In: 10th symposium on turbulent shear flows, vol. 1. The Pennsylvania State University, PA, August 14–16; 1995.
题名中译：三维剪切层中可压缩转捩及湍流大涡模拟的动态亚格子尺度模型。
[163] Domaradzki JA, Saiki EM. Backscatter models for large-eddy simulations. Theor Comput Fluid Dyn 1997;9:75-83.
题名中译：大涡模拟的反向散射模型。
[164] Lenormand E, Sagaut P, Phuoc LT, Comte P. Subgrid-scale models for large-eddy simulations of compressible wall bounded flows. AIAA J 2000;38:1340-50.
题名中译：可压缩壁面受限流动大涡模拟的亚格子尺度模型。
[165] Boris JP, Grinstein FF, Oran ES, Kolbe RJ. New insights into large eddy simulations. Fluid Dyn Res 1992;10:199-228.
题名中译：对大涡模拟的新认识。
[166] Fureby C, Grinstein FF. Monotonically integrated large eddy simulation of free shear flows. AIAA J 1999;37:544-56.
题名中译：自由剪切流动的单调积分大涡模拟。
[167] Grinstein FF, Fureby C. Recent progress on MILES for high Reynolds number flows. J Fluids Eng 2002;124:848-61.
题名中译：高雷诺数流动 MILES 方法的近期进展。
[168] Garnier E, Mossi M, Sagaut P, Comte P, Deville M. On the use of shock-capturing schemes for large-eddy simulation. J Comput Phys 1999;153:273-311.
题名中译：激波捕捉格式在大涡模拟中的应用。
[169] Domaradzki JA, Radhakrishnan S, Xiao Z, Smolarkiewicz PK. Effective eddy viscosities in implicit modeling of high Reynolds number flows. AIAA Paper 2003-4103; 2003.
题名中译：高雷诺数流动隐式建模中的有效涡黏度。
[170] Fureby C, Grinstein FF. Monotonically integrated large eddy simulation of free shear flows. AIAA J 1999;37:544-56.
题名中译：自由剪切流动的单调积分大涡模拟。
[171] Fureby C. Large eddy simulation of rearward-facing step flow. AIAA J 1999;37:1401-10.
题名中译：后台阶流动的大涡模拟。
[172] Okong'o N, Knight D, Zhou G. Large eddy simulations using an unstructured grid compressible Navier-Stokes algorithm. Int J Comput Fluid Dynam 2000;13:303-26.
[173] Yan H, Knight D, Zheltovodov AA. Large-eddy simulation of supersonic flat-plate boundary layers using the monotonically integrated large-eddy simulation (MILES) technique. J Fluids Eng 2002;124:868-75.
题名中译：采用单调积分大涡模拟技术对超声速平板边界层进行大涡模拟。
[174] Fureby C, Grinstein FF. Large eddy simulation of high-Reynolds-number free and wall-bounded flows. J Comput Phys 2002;181:68-97.
题名中译：高雷诺数自由流动与壁面受限流动的大涡模拟。
[175] Raverdy B, Mary I, Sagaut P. High-resolution large-eddy simulation of flow around low-pressure turbine blade. AIAA J 2003;41:390-7.
题名中译：低压涡轮叶片周围流动的高分辨率大涡模拟。
[176] Grinstein FF, Fureby C. Implicit large eddy simulation of high-re flows with flux-limiting schemes. AIAA Paper 2003-4100; 2003.
题名中译：采用通量限制格式对高雷诺数流动进行隐式大涡模拟。
[177] Hickel S, Adams NA, Domaradzki JA. An adaptive local deconvolution method for implicit LES. J Comput Phys 2006;213:413-36.
题名中译：隐式 LES 的自适应局部反卷积方法。
[178] Rogallo RS, Moin P. Numerical simulation of turbulent flows. Annu Rev Fluid Mech 1984;16:99-137.
题名中译：湍流的数值模拟。
[179] Vreman AW. Direct and large-eddy simulation of the compressible turbulent mixing layer. PhD Thesis. The Netherlands: Dept. of Applied Mathematics, University of Twente Enschede; 1995.
题名中译：可压缩湍流混合层的直接模拟与大涡模拟。
[180] Lilly DK. The representation of small-scale turbulence in numerical simulation experiments. In: Proc. IBM sci. comp. symp. on environmental sciences, New York; November 14–16, 1967.
题名中译：数值模拟实验中小尺度湍流的表示。
[181] Germano M, Piomelli U, Moin P, Cabot WH. A dynamic subgrid-scale eddy viscosity model. Phys Fluids 1991;3:1760-5.
题名中译：动态亚格子尺度涡黏性模型。
[182] Germano M. Turbulence: the filtering approach. J Fluid Mech 1992;238:325–36.
题名中译：湍流：滤波方法。
[183] Lilly DK. A proposed modification of the Germano subgrid-scale closure method. Phys Fluids 1992;4:633–5.
题名中译：对 Germano 亚格子尺度封闭方法的一项修正建议。
[184] Ghosal S, Lund TS, Moin P, Akselvoll K. A dynamic localization model for large-eddy simulation of turbulent flows. J Fluid Mech 1995;286:229–55.
题名中译：湍流大涡模拟的动态局部化模型。
[185] Carati D, Ghosal S, Moin P. On the representation of backscatter in dynamic localization models. Phys Fluids 1995;7:606.
题名中译：动态局部化模型中反向散射的表示。
[186] Piomelli U, Liu J. Large-eddy simulation of rotating channel flows using a localized dynamic model. Phys Fluids 1995;7:839-48.
题名中译：采用局部化动态模型对旋转槽道流进行大涡模拟。
[187] Chapman DR, Kuhn GD. The limiting behavior of turbulence near a wall. J Fluid Mech 1986;70:265-92.
题名中译：近壁湍流的极限行为。
[188] Brooke JW, Hanratty TJ. Origin of turbulence-producing eddies in a channel flow. Phys Fluids 1993;5:1011-22.
题名中译：槽道流中产生湍流的涡的起源。
[189] Grötzbach G. Direct numerical and large eddy simulation of turbulent channel flows. In: Cheremisinoff NP, editor. Encyclopedia of fluid mechanics. West Orange: Gulf Publishing; 1987, p. 1337.
题名中译：湍流槽道流的直接数值模拟与大涡模拟。
[190] Mason PJ, Callen NS. On the magnitude of the subgrid-scale eddy coefficient in large-eddy simulations of turbulent channel flow. J Fluid Mech 1986;162:439-62.
题名中译：湍流槽道流大涡模拟中亚格子尺度涡系数的大小。
[191] Piomelli U, Ferziger J, Moin P, Kim J. New approximate boundary conditions for large eddy simulations of wall-bounded flows. Phys Fluids 1989;1:1061-68.
题名中译：壁面受限流动大涡模拟的新型近似边界条件。
[192] Balaras E, Benocci C, Piomelli U. Two-layer approximate boundary condition for large-eddy simulations. AIAA J 1996;34:1111-19.
题名中译：大涡模拟的双层近似边界条件。
[193] Cabot W. Large-eddy simulations with wall models. Annual Research Briefs, Center for Turbulence Research, NASA Ames/Stanford Univ.; 1995. p. 41–50.
题名中译：采用壁面模型进行大涡模拟。
[194] Cabot W. Near-wall models in large eddy simulations of flow behind a backward-facing step. Annual Research Briefs, Center for Turbulence Research, NASA Ames/Stanford Univ.; 1996. p. 199–210.
题名中译：后台阶后方流动大涡模拟的近壁模型。
[195] Cabot W, Moin P. Approximate wall boundary conditions in the large-eddy simulation of high Reynolds number flow. Flow Turbulence Combust 1999;63:269-91.
题名中译：高雷诺数流动大涡模拟的近似壁面边界条件。
[196] Wang M, Moin P. Wall modelling in LES of trailing-edge flow. In: Proc. 2nd int. symposium on turbulence and shear flow phenomena, vol. 2. Stockholm, Sweden; 2001. p. 165-70.
题名中译：尾缘流动 LES 的壁面建模。
[197] Piomelli U, Balaras E. Wall-layer models for large-eddy simulations. Prog Aerosp Sci 2008;44:437-46.
题名中译：大涡模拟的壁面层模型。
[198] Spalart PR. Strategies for turbulence modelling and simulations. Int J Heat Fluid Flow 2000;21:252-63.
题名中译：湍流建模与模拟的策略。
[199] Spalart PR. Trends in turbulence treatments. AIAA Paper 2000-2306; 2000.
题名中译：湍流处理方法的发展趋势。
[200] Strelets M. Detached eddy simulation of massively separated flows. AIAA Paper 2001-0879; 2001.
题名中译：大规模分离流动的分离涡模拟。
[201] Mani M. Hybrid turbulence models for unsteady flow simulation. J Aircraft 2004;41:110–18.
题名中译：非定常流动模拟的混合湍流模型。
[202] Forsythe J, Squires K, Wurtzler K, Spalart PR. Detached eddy simulation of fighter aircraft at high alpha. AIAA Paper 2002-0591; 2002.
题名中译：大迎角战斗机的分离涡模拟。
[203] Forsythe J, Squires K, Wurtzler K, Spalart PR. Prescribed spin of the F-15E using detached-eddy simulation. AIAA Paper 2003-839; 2003.
题名中译：采用分离涡模拟研究 F-15E 的指定尾旋。
[204] Schlüter JU. Consistent boundary conditions for integrated RANS/LES simulations: LES inflow conditions. AIAA Paper 2003-3971; 2003.
题名中译：集成 RANS／LES 模拟的一致边界条件：LES 入口条件。
[205] Hamba F. A hybrid RANS/LES simulation of turbulent channel flow. Theor Comput Fluid Dyn 2003;16:387-403.
题名中译：湍流槽道流的混合 RANS／LES 模拟。
[206] Georgiadis NJ, Alexander JID, Reshotko E. Hybrid Reynolds-averaged Navier-Stokes/large-eddy simulations of supersonic turbulent mixing. AIAA J 2003;41:218-29.
题名中译：超声速湍流混合的混合 Reynolds 平均 Navier–Stokes／大涡模拟。
[207] Schlüter JU, Pitsch H. Antialiasing filters for coupled Reynolds-averaged/large-eddy simulations. AIAA J 2005;43:608-15.
题名中译：耦合 Reynolds 平均模拟与大涡模拟的抗混叠滤波器。
[208] Kawai S, Fujii K. Analysis and prediction of thin-airfoil stall phenomena with hybrid turbulence methodology. AIAA J 2005;43:953-61.
题名中译：采用混合湍流方法分析与预测薄翼型失速现象。
[209] Gopalan H, Heinz S, Stöllinger MK. A unified RANS-LES model: computational development, accuracy and cost. J Comput Phys 2013;249:249-74.
题名中译：统一 RANS–LES 模型：计算方法的发展、精度与成本。