Moysey Brio
Affiliations: | University of Arizona, Tucson, AZ |
Area:
Mathematics, Optics PhysicsGoogle:
"Moysey Brio"
BETA: Related publications
See more...
Publications
|
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
| Brio M, Caputo JG, Gwirtz K, et al. (2019) Scattering of a short electromagnetic pulse from a Lorentz–Duffing film: Theoretical and numerical analysis Wave Motion. 89: 43-56 |
| Nehls J, Dineen CA, Liu J, et al. (2019) Stable 3D FDTD method for arbitrary fully electric and magnetic anisotropic Maxwell's equations International Journal of Numerical Modelling-Electronic Networks Devices and Fields. 32 |
| Whalen P, Brio M, Moloney JV. (2015) Exponential time-differencing with embedded Runge-Kutta adaptive step control Journal of Computational Physics. 280: 579-601 |
| Cornelius J, Liu J, Brio M. (2014) Finite-difference time-domain simulation of spacetime cloak. Optics Express. 22: 12087-95 |
| Liu J, Brio M. (2014) Transformation optics based moving frame FDTD method Proceedings - 2014 International Conference On Electromagnetics in Advanced Applications, Iceaa 2014. 452-454 |
| Liu J, Brio M, Moloney JV. (2014) Transformation optics based local mesh refinement for solving Maxwell's equations Journal of Computational Physics. 258: 359-370 |
| Liu J, Brio M, Moloney JV. (2014) An overlapping Yee finite-difference time-domain method for material interfaces between anisotropic dielectrics and general dispersive or perfect electric conductor media International Journal of Numerical Modelling: Electronic Networks, Devices and Fields. 27: 22-33 |
| Liu J, Brio M, Moloney JV. (2012) Subpixel smoothing finite-difference time-domain method for material interface between dielectric and dispersive media. Optics Letters. 37: 4802-4 |
| Liu J, Brio M, Moloney JV. (2012) Computation of Optical Force on Nanoparticles Using Locally Non-Orthogonal Overlapping Yee FDTD Method Journal of Electromagnetic Analysis and Applications. 4: 452-456 |
| Kano PO, Brio M, Dostert P, et al. (2012) Dempster-Shafer evidential theory for the automated selection of parameters for Talbot's method contours and application to matrix exponentiation Computers and Mathematics With Applications. 63: 1519-1535 |