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Yik-Kiong Hue

Researcher at University of Pittsburgh

Publications -  11
Citations -  344

Yik-Kiong Hue is an academic researcher from University of Pittsburgh. The author has contributed to research in topics: Perfectly matched layer & Finite-difference time-domain method. The author has an hindex of 9, co-authored 11 publications receiving 319 citations. Previous affiliations of Yik-Kiong Hue include Ohio State University.

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Three-dimensional simulation of eccentric LWD tool response in boreholes through dipping formations

TL;DR: Simulation of logging-while-drilling tools in complex thee-dimensional borehole environments using a finite-difference time-domain (FDTD) scheme in cylindrical coordinates shows very good agreement.
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Understanding and manipulating the RF fields at high field MRI.

TL;DR: This paper presents a complete overview of the electromagnetics (radiofrequency aspect) of MRI at low and high fields and examines the physical and technological feasibilities by which all or any of these specified electromagnetic quantities can be manipulated through techniques such as B1 shimming and signal combination using a receive array in order to advance MRI at high field strengths.
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Numerical Mode-Matching Method for Tilted-Coil Antennas in Cylindrically Layered Anisotropic Media With Multiple Horizontal Beds

TL;DR: NMM results are compared with 3-D simulation results using finite-difference time-domain method and a pseudoanalytical approach based on Sommerfeld integrals (for problems where the latter is applicable), showing very good agreement.
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Analysis of tilted-coil eccentric borehole antennas in cylindrical multilayered formations for well-logging applications

TL;DR: In this article, the authors analyzed the response of logging tools with tilted coil antennas in eccentric boreholes crossing cylindrical multilayered formations (earth formations with invasion zones) by two approaches.
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Studies of RF Shimming Techniques with Minimization of RF Power Deposition and Their Associated Temperature Changes.

TL;DR: The numerical results illustrate that the B1+ field homogeneity can be greatly improved in 3D slabs that vary in orientations and sizes, in the brain, and in the entire head volume without increasing the total RF power deposition in the head to exceed that obtained with quadrature excitation.