Search Results - "Rudolphi, T. J."

New identities for fundamental solutions and their applications to non-singular boundary element formulations by LIU, Y. J, RUDOLPHI, T. J

“…Based on a general, operational approach, two new integral identities for the fundamental solutions of the potential and elastostatic problems are established…”
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Stress intensity sensitivities via Hypersingular boundary integral equations by ZHANG, D, RIZZO, F. J, RUDOLPHI, T. J

“…In sensitivity analysis for problems involving thin domains or cracks, conventional boundary integral equations must be supplemented and/or replaced by…”
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Formulation of a new error indicator for adaptive meshing with Hermite boundary elements by Muci-Küchler, K.H., Miranda-Valenzuela, J.C., Rudolphi, T.J.

“…The main characteristic of Hermite elements is that they include both the nodal values and their tangential derivatives in the functional representation of the…”
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Three dimensional hybrid finite-boundary element model for eddy current NDE by Nath, S., Lord, W., Rudolphi, T.J.

“…A three-dimensional hybrid finite-boundary element formulation of eddy current nondestructive evaluation (NDE) is presented. The vector potential formulation…”
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A boundary element model for acoustic-elastic interaction with applications in ultrasonic NDE by GOSWAMI, P. P, RUDOLPHI, T. J, RIZZO, F. J, SHIPPY, D. J

“…The boundary integral equation method is applied to a class of time-harmonic acoustic scattering problems where the bounded elastic scatterer is submerged in a…”
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Frank Rizzo and boundary integral equations by Fairweather, G., Martin, P.A., Rudolphi, T.J.

“…Frank Rizzo was a pioneer in what he called boundary integral equation methods. With his students and colleagues, he developed theory and algorithms for many…”
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Continuity requirements for density functions in the boundary integral equation method by KRISHNASAMY, G, RIZZO, F. J, RUDOLPHI, T. J

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An integral-equation solution for a bounded elastic body containing a crack: Mode I deformation by Rudolphi, T. J., Ashbaugh, N. E.

“…An integral-equation solution is developed for the two-dimensional problem of a traction-free crack in a bounded, linearly elastic, isotropic medium subjected…”
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Axisymmetric thermoelasticity by combined boundary and finite elements by Rudolphi, Thomas J.

“…The boundary element and finite element methods have been combined so as to allow for arbitrary intermixing of element types in modelling problems of…”
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Formulation of a new error indicator for adaptive meshing with Hermite boundary elements: Advances in boundary element methods by MUCI-KÜCHLER, K. H, MIRANDA-VALENZUELA, J. C, RUDOLPHI, T. J

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