Pages that link to "Item:Q1021049"
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The following pages link to The dual reciprocity method applied to free vibrations of 2D structures using compact supported radial basis functions (Q1021049):
Displaying 16 items.
- First kind Bessel function (J-Bessel) as radial basis function for plane dynamic analysis using dual reciprocity boundary element method (Q546239) (← links)
- Boundary element analysis of uncoupled transient thermo-elastic problems with time- and space-dependent heat sources (Q654659) (← links)
- Free vibration multiquadric boundary elements applied to plane elasticity (Q967913) (← links)
- Three-dimensional structural vibration analysis by the dual reciprocity BEM (Q1271710) (← links)
- Dynamic analysis of plane elasticity with new complex Fourier radial basis functions in the dual reciprocity boundary element method (Q1629777) (← links)
- Complex Fourier element shape functions for analysis of 2D static and transient dynamic problems using dual reciprocity boundary element method (Q1799727) (← links)
- A dual reciprocity BEM approach using new Fourier radial basis functions applied to 2D elastodynamic transient analysis (Q1944433) (← links)
- Modal analysis of anisotropic plates using the boundary element method (Q1944598) (← links)
- Assessment of variational fundamental solution based elements in plate bending dynamics (Q2223908) (← links)
- Radial integration boundary element method for acoustic eigenvalue problems (Q2451043) (← links)
- Structural dynamics using Gaussian mass matrix. (Q2759694) (← links)
- Application of radial basis functions in dual reciprocity BEM for dynamic analysis of pierced shear walls (Q2759710) (← links)
- Application of symmetric indirect Trefftz method to free vibration problems in 2D (Q4416980) (← links)
- Complex <scp>Fourier‐based</scp> stress intensity factor analysis of plane elasticity using boundary element theories (Q6089246) (← links)
- New three-dimensional time-stepping transient fundamental solutions with applications (Q6137926) (← links)
- The solution of elastostatic and dynamic problems using the boundary element method based on spherical Hankel element framework (Q6557526) (← links)
