[1] Hoffmann KA, Chiang S (2000) Computational fluid dynamics engineering education system. Wichita, Kan, USA 1.
[2] Atluri SN, Zhu T (1998) A new Meshless Local Petrov-Galerkin (MLPG) approach in computational mechanics. Computational Mechanics 22: 117-127.
[3] Atluri SN, Shen S (2002) The Meshless Local Petrov-galerkin (MLPG) method.
[4] Lin H, Atluri SN (2001) Meshless Local Petrov-Galerkin (MLPG) method for solving incompressible Navier-Stokes equations. CMES-Comp Model Eng 2: 117-142.
[5] Wu YL, Liu GR, Gu YT (2005) Application of Meshless Local Petrov-Galerkin (MLPG) approach to simulation of incompressible flow. Numer Heat Tr B-Fund 48: 459-475.
[6] Mohammadi M (2006) Meshless Local Petrov-Galerkin (MLPG) method for incompressible viscous fluid. Proceedings of European Fluids Engineering Summer Meeting 1-11.
[7] Mohammadi MH, Shamsai A (2006) meshless solution of 2d fluid flow problems by subdomain variational method using MLPG method with Radial Basis Functions (RBFS). In ASME 2006 2nd Joint US-European Fluids Engineering Summer Meeting Collocated With the 14th International Conference on Nuclear Engineering. 333-341.
[8] Wu XH, Tao WQ, Shen SP, Zhu XW (2010) A stabilized MLPG method for steady state incompressible fluid flow simulation. J Comput Phys 229: 8564-8577.
[9] شایان ا، دادوند ع، میرزایی ا (1394) شبیهسازی عددی جریان خارجی لزج تراکمناپذیر با استفاده از روش لاتیس بولتزمن بدون شبکه. مجله مکانیک سازهها و شارهها 189-175 :(4)4.
[10] Enjilela V, Arefmanesh A (2015) Two-step Taylor-Characteristic-Based MLPG method for fluid flow and heat transfer applications. Eng Anal Bound Elem 51: 174-190.
[11] Kovářík K, Masarovičová S, Mužík J, Sitányiová D (2016) A meshless solution of two dimensional multiphase flow in porous media. Eng Anal Bound Elem 70: 12-22.
[12] Musavi HS, Ashrafizaadeh M (2016) A Mesh-Free lattice boltzmann solver for flows in complex geometries. Int J Heat Fluid Fl 59: 10-19.
[13] Dehghan M, Abbaszadeh M (2016) Proper Orthogonal Decomposition Variational Multiscale Element Free Galerkin (POD-VMEFG) meshless method for solving incompressible Navier–Stokes equation. Comput Method Appl M 311: 856-888.
[14] Zhou Y (2017) A Sharp-Interface treatment technique for Two-Phase flows in meshless methods. Comput Fluids 147: 90-101.
[15] Benkhaldoun F, Halassi A, Ouazar D, Seaid M, Taik A (2017) A stabilized meshless method for Time-Dependent convection-dominated flow problems. Math Comput Simulat 137: 159-176.
[16] Bourantas GC, Loukopoulos VC, Chowdhury HA, Joldes GR, Millerc K, Bordasacd SPA (2017) An implicit potential method along with a meshless technique for incompressible fluid flows for regular and irregular geometries in 2D and 3D. Eng Anal Bound Elem 77: 97-111.
[17] Chen J, Zhang X, Zhang P, Deng J (2017) Variational multiscale element free galerkin method for natural convection with porous medium flow problems. Int J Heat Mass Tran 107: 1014-1027.
[18] Kosec G (2018) A local numerical solution of a fluid-flow problem on an irregular domain. Adv Eng Softw 120: 36-44.
[19] Reséndiz-Flores EO, Saucedo-Zendejo FR (2018) Meshfree numerical simulation of free surface thermal flows in mould filling processes using the finite pointset method. Int J Therm Sci 127: 29-40.
[20] Talat N, Mavrič B, Belšak G, Hatić V, Bajt S, Šarler B (2018) Development of meshless phase field method for two-phase flow. Int J Multiphas Flow 108: 169-180.
[21] Mahmoodabadi MJ, Mahmoodabadi F, Atashafrooz M (2019) Development of the meshless local Petrov-Galerkin method to analyze three-dimensional transient incompressible laminar fluid flow. J Serbian Soc Comput Mech 12 (2):128-152.
[22] محمودآبادی م ج، شجاعی ف، آرسته ز (1397) تحلیل معادله شرودینگر وابسته به زمان سه بعدی به روش بدون المان پتروف-گالرکین محلی. پژوهش سیستمهای بس ذرهای 51-58 :(17)8.
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