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All Technical Committee Conferences (Searched in: All Years)
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Search Results: Conference Papers |
Conference Papers (Available on Advance Programs) (Sort by: Date Descending) |
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Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
MW |
2023-05-18 15:50 |
Kyoto |
Ritsumeikan University (Primary: On-site, Secondary: Online) |
[Invited Talk]
Discretisation of boundary integral equations based on collocation for Maxwell's equations with the isogeometric analysis Kazuki Niino, Naoshi Nishimura (Kyoto Univ.) MW2023-11 |
As to discretisation of boundary integral equations, one of widely-used discretisation method for Maxwell's equations is... [more] |
MW2023-11 pp.12-17 |
EMT, IEE-EMT |
2022-11-17 14:15 |
Tokyo |
Kikai-Shinko-Kaikan Bldg. (Primary: On-site, Secondary: Online) |
[Invited Lecture]
Eigenvalue analysis of periodic electromagnetic wave scattering problems with the BEM and SSM Kazuki Niino (Kyoto Univ.), Ryota Misawa (CJS Inc.), Naoshi Nishimura (Kyoto Univ.) EMT2022-51 |
In this article we describe a numerical method for obtaining eigenvalues of electromagnetic wave scattering problems wit... [more] |
EMT2022-51 pp.42-46 |
EMT, IEE-EMT |
2020-11-05 11:15 |
Online |
Online |
Isogeometric boundary element methods using collocation for electromagnetic wave scattering problems Kazuki Niino, Naoshi Nishimura (Kyoto Univ.) EMT2020-28 |
This paper describes on a boundary element method using the isogeometric analysis for electromagnetic wave scattering pr... [more] |
EMT2020-28 pp.9-11 |
EMT, IEE-EMT |
2019-11-08 10:10 |
Saga |
Hotel Syunkeiya |
Numerical Computation of the One-dimensional Wave Equation by a Boundary Equation Method Takato Mori, Kazuki Niino, Naoshi Nishimura (Kyoto Univ.) EMT2019-61 |
A space-time method is one of promising numerical methods to solve partial differential equations in the time domain. We... [more] |
EMT2019-61 pp.145-150 |
EMT, IEE-EMT |
2019-11-08 11:25 |
Saga |
Hotel Syunkeiya |
On discretisation with the Galerkin method using the Hdiv inner product without the barycentric element for the EFIE Kazuki Niino, Naoshi Nishimura (Kyoto Univ.) EMT2019-63 |
A novel discretisation method for the electric field integral equation~(EFIE) based on the Galerkin method using the $H_... [more] |
EMT2019-63 pp.161-164 |
EMT, IEE-EMT |
2018-11-16 11:15 |
Tottori |
Kaike Grand Hotel Tensui(Yonago, Tottori) |
On the Calderon preconditioning for the EFIE using the Galerkin method without barycentric elements Kazuki Niino, Naoshi Nishimura (Kyoto Univ) EMT2018-55 |
[more] |
EMT2018-55 pp.91-93 |
EMT, IEE-EMT |
2015-10-29 10:25 |
Miyazaki |
Holiday Inn ANA Resort Miyazaki |
Calderon's preconditioning for the EFIE with the discretisation method using the Hdiv inner product Kazuki Niino, Sho Akagi, Naoshi Nishimura (Kyoto Univ.) EMT2015-49 |
[more] |
EMT2015-49 pp.7-12 |
EMT, IEE-EMT |
2015-10-29 14:15 |
Miyazaki |
Holiday Inn ANA Resort Miyazaki |
A numerical method for finding resonance frequencies in two dimensional waveguide using the Sakurai-Sugiura projection method and Boundary Element Method Ryota Misawa, Kazuki Niino, Naoshi Nishimura (Kyoto Univ.) EMT2015-53 |
We discuss a numerical solver for resonance frequency problems for Helmholtz' equation in a two dimensional infinite str... [more] |
EMT2015-53 pp.39-44 |
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