Pages that link to "Item:Q4241335"

The following pages link to Shape design sensitivity analysis of acoustic problems using a boundary element method (Q4241335):

Displaying 16 items.

• Sensitivity analysis of vibro-acoustic systems in statistical energy analysis framework (Q381375) (← links)
• A multi-domain boundary element formulation for acoustic frequency sensitivity analysis (Q443521) (← links)
• A wideband fast multipole boundary element method for three dimensional acoustic shape sensitivity analysis based on direct differentiation method (Q444854) (← links)
• Sensitivity analysis of statistical energy analysis models based on interval perturbation approach (Q828207) (← links)
• Developments in structural-acoustic optimization for passive noise control (Q1396234) (← links)
• Formulation of a numerical process for acoustic impedance sensitivity analysis based on the indirect boundary element method. (Q1429456) (← links)
• Sensitivity analysis for shape optimization of a focusing acoustic lens in lithotripsy (Q1678503) (← links)
• Explicit evaluation of hypersingular boundary integral equations for acoustic sensitivity analysis based on direct differentiation method (Q1944595) (← links)
• Single- and multi-objective shape design of Y-noise barriers using evolutionary computation and boundary elements (Q2654509) (← links)
• Shape sensitivity calculations for exterior acoustics problems (Q2739085) (← links)
• A BEM sensitivity formulation for three-dimensional active noise control (Q2895035) (← links)
• Acoustic Design Shape and Topology Sensitivity Formulations Based on Adjoint Method and BEM (Q2964542) (← links)
• Three Dimensional Acoustic Shape Sensitivity Analysis by Means of Adjoint Variable Method and Fast Multipole Boundary Element Approach (Q2964549) (← links)
• A BEM sensitivity and shape identification analysis for acoustic scattering in fluid-solid problems (Q4214187) (← links)
• Parametric design sensitivity analysis of high-frequency structural-acoustic problems using energy finite element method (Q5711745) (← links)
• Discrete approach for shape optimization of 2D time-harmonic acoustic radiation problems solved by BEM using the fully-analytical adjoint method (Q6540219) (← links)