The solution of initial-boundary value problems with non-local boundary conditions using exponential basis functions
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10.1016/j.apm.2015.09.100 |
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Topology optimization of planar frames under seismic loads induced by actual and artificial earthquake records
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A simple meshless method for challenging engineering problems
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Non-Fourier Heat Conduction Problems and the Use of Exponential Basis Functions
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FREE VIBRATION OF MOVING LAMINATED COMPOSITE PLATES WITH AND WITHOUT SKEW ROLLER USING THEELEMENT-FREE GALERKIN METHOD
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Numerical analysis of rubber dams using fluid structure interactions
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Nonlocal elasticity defined by Eringen's integral model: Introduction of a boundary layer method
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10.1016/j.ijsolstr.2014.01.016 |
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A fictitious domain method using equilibrated basis functions for harmonic and bi-harmonic problems in physics
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The solution of direct and inverse transient heat conduction problems with layered materials using exponential basis functions
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Weakly equilibrated basis functions for elasticity problems
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Inelastic buckling of skew and rhombic thin thichness-tapered plates with and without intermediate supports using the element-free Galerkin method
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Thermal buckling of functionally graded skew and trapezoidal plates with different boundary conditions using the element-free Galerkin method
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A meshless method using local exponential basis functions with weak continuity up to a desired order
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Nonlocal elasticity defined by Eringen s integral model Introduction of a boundary layer method
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On definition of clamped conditions in TSDT and FSDT The use of exponential basis functions in solution of laminated composites
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Explicit Relations for the Solution of Laminated Plates Modeled by a Higher Shear Deformation Theory Derivation of Exponential Basis Functions
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Benchmarks in nonlocal elasticity defined by Eringen s integral model
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Exponential basis functions in space and time A meshless method for 2D time dependent problems
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Exponential basis functions in the solution of laminated plates using a higher-order Zig Zag theory
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A Trefftz method in space and time using exponential basis functions application to direct and inverse heat conduction problems
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