F
Farid G. Mitri
Researcher at Chevron Corporation
Publications - 198
Citations - 4245
Farid G. Mitri is an academic researcher from Chevron Corporation. The author has contributed to research in topics: Scattering & Bessel function. The author has an hindex of 36, co-authored 194 publications receiving 3826 citations. Previous affiliations of Farid G. Mitri include Los Alamos National Laboratory & Mayo Clinic.
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Negative axial radiation force on a fluid and elastic spheres illuminated by a high-order Bessel beam of progressive waves
TL;DR: In this article, an analytical solution for the scattering of an acoustic Bessel beam of any order by a deformable sphere centered on the beam is used to calculate the acoustic radiation force acting along the wave propagation axis.
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Improving the use of vibro-acoustography for brachytherapy metal seed imaging: A feasibility study
TL;DR: The possible application of vibro-acoustography for directing prostate brachytherapy seed implantation treatment is suggested, with remarkable contrast in acoustic emission amplitude compared with images obtained at nonresonance frequencies.
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Langevin acoustic radiation force of a high-order bessel beam on a rigid sphere
TL;DR: The acoustic radiation force of Langevin type resulting from the interaction of a high-order Bessel beam with a rigid immovable sphere in an ideal fluid is theoretically investigated and a negative radiation force caused by the Lagrangean energy density is found.
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Radiation torque produced by an arbitrary acoustic wave
TL;DR: In this paper, the authors derived a general formula for the Cartesian components of the acoustic radiation torque produced by an arbitrary incident beam on an object of any geometrical shape in a nonviscous fluid.
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Ultrasonic characterization of human cancellous bone using the Biot theory: Inverse problem
Naima Sebaa,Zine El Abiddine Fellah,M. Fellah,Erick Ogam,Armand Wirgin,Farid G. Mitri,Claude Depollier,Walter Lauriks +7 more
TL;DR: The inverse problem is shown to be well posed, and its solution to be unique, in the ultrasonic characterization of human cancellous bone samples by solving the inverse problem using experimental transmitted signals.