Modeling by Meshless Method LRPIM (local radial point interpolation method)
Numerical solutions in physical engineering problems need appropriate numerical approximation methods. Meshless methods have attracted increasing attention in recent years for seeking of approximate solutions of initial boundary value problem governed by partial differential equations.
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Elasto-Static Analysis of Composite Restorations in a Molar Tooth: A Meshless Approach. [PDF]
Mehri Sofiani F, Farahani BV, Belinha J.
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A Partitioned Finite Difference Method for Heat Transfer with Moving Line and Plane Heat Sources. [PDF]
Li J, Jiang Y.
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How Will Concrete Piles for Offshore Wind Power Be Damaged Under Seawater Erosion? Insights from a Chemical-Damage Coupling Meshless Method. [PDF]
Wu C +5 more
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Influence of Various Excitation Parameters on Polymer Flow Properties in Twin-Screw Extruders Simulated with Smoothed Particle Hydrodynamics. [PDF]
Liu T +6 more
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An Adaptive Coupling of Edge-Based Smoothed FEM and SPH with a Bidirectional Element-Particle Transformation Algorithm for Laser Powder Bed Fusion. [PDF]
Suo M, Long T.
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Analytical Analysis for a Uniformly Loaded Circular Plate of Functionally Graded Piezoelectric Materials Using Mian and Spencer Theory. [PDF]
Fan H, Shen L, Zhu Z, Yang B.
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Experimental Testing, Manufacturing and Numerical Modelling of Composite and Sandwich Structures (Second Edition). [PDF]
Campilho RDSG.
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Analytically grounded full-wave methods for advances in computational electromagnetics. [PDF]
Lucido M +4 more
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Comparative boundary-layer analysis of Buongiorno nanofluid flow over flat surfaces: Blasius, Sakiadis, stagnation-point, and stretching-sheet configurations. [PDF]
Faisal M +3 more
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