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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 22  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
EMT, IEE-EMT 2023-11-09
13:55
Yamaguchi Kaikyo Messe Shimonoseki Accuracy Verification of Electromagnetic Field Analysis by Symplectic Integrator Method
Koshiro Miyamoto, Seiya Kishimoto, Tokuei Sako, Sinichiro Ohnuki (Nihon Univ.) EMT2023-68
The symplectic integrator (SI) method is known as a stable and reliable numerical method. We have applied this method to... [more] EMT2023-68
pp.32-35
EMT, IEE-EMT 2015-10-30
10:00
Miyazaki Holiday Inn ANA Resort Miyazaki High precision analysis of long-rage electromagnetic wave propagation by utilizing the semi-implicit FDTD method
Kazuhiro Fujita (Fujitsu) EMT2015-76
The finite-difference time-domain (FDTD) method has been widely used for time domain analysis of electromagnetic wave. T... [more] EMT2015-76
pp.185-190
EST 2015-09-04
14:15
Okinawa Oohama-Nobumoto-Kinenkan, Ishigaki Island, Okinawa, Japan [Special Talk] Semi-implicit FDTD methods and their applications
Kazuhiro Fujita (Fujitsu) EST2015-68
The finite-difference time-domain (FDTD) method is mainly categorized into explicit and implicit schemes. Recently, as i... [more] EST2015-68
pp.77-80
SIP 2014-08-28
10:30
Osaka Ritsumeikan Univ. (Osaka Umeda Campus) A numerical evaluation in finite difference method with polar represented spacetime domain for acoustical simulation with boundaries
Kota Nakano, Masato Nakayama, Takanobu Nishiura, Yoichi Yamashita (Ritsumeikan Univ.) SIP2014-72
In this paper, a new approach is evaluated for computer-aided acoustical simulation. The approach reduces numerical disp... [more] SIP2014-72
pp.1-6
EST 2014-05-30
16:15
Tokyo   Numerical dispersion analysis of a semi-implicit 2-D FDTD scheme with implicit time updating of magnetic field
Kazuhiro Fujita (Fujitsu) EST2014-12
Recently we have proposed a semi-implicit scheme with implicit time update equations only for magnetic field components ... [more] EST2014-12
pp.65-70
SP, EA, SIP 2013-05-17
13:50
Okayama   Evaluating numerical dispersion in 3-dimensional sound field with calculating on spatial-frequency domain
Kota Nakano, Masato Nakayama, Takanobu Nishiura, Yoichi Yamashita (Ritsumeikan Univ.) EA2013-22 SIP2013-22 SP2013-22
Recently, the 3-dimensional sound field reproduction is proposed to represent sound contents with high realistic sensati... [more] EA2013-22 SIP2013-22 SP2013-22
pp.127-132
EA 2012-10-28
09:30
Toyama USHIDAKE resort (Toyama) [Invited Talk] Numerical Analysis of Scalar Wave Motion Using MPS Method
Masahiro Sato (Toyama Univ.) EA2012-79
This disquisition is written about moving particle semi-implicit (MPS) method applied to the numerical analysis of scala... [more] EA2012-79
pp.85-89
EST, EMCJ, IEE-EMC [detail] 2012-10-25
10:45
Miyagi Tohoku Gakuin University(Tagajo Campus) An investigation on the problem-solving environment (PSE) for the numerical wave analysis with the finite difference method considering numerical dispersion error
Yukihisa Suzuki, Takashi Takashima (Tokyo Metropolitan Univ.) EMCJ2012-65 EST2012-49
When numerical analyses in wave dynamics are performed by finite difference methods, it is important to consider and eva... [more] EMCJ2012-65 EST2012-49
pp.11-16
MI 2011-11-29
14:30
Hyogo Univ. Hyogo (Portisland C.) [Special Talk] Development of high-resolution in vivo-CT and numerical simulation of airflow in peripheral airways
Toshihiro Sera (Osaka Univ.), Hideo Yokota (RIKEN), Kentaro Uesugi, Naoto Yagi (JASRI) MI2011-70
Pulmonary airflow is closely related to pulmonary function and dynamic processes such as gas exchange and the deposition... [more] MI2011-70
pp.43-48
EST 2011-10-06
15:25
Nagasaki Nagasaki Prefectural Art Museum A Study of Electromagnetic Field Analysis and Its Numerical Dispersion Property Using Finite Integration Method on Space-Time Grid
Shingo Shimizu, Takeshi Mifune, Tetsuji Matsuo (Kyoto Univ.) EST2011-69
An electromagnetic field computation
using finite integration method on space-time grids is expected
to realize effi... [more]
EST2011-69
pp.27-32
EMCJ, MW, EST 2011-05-26
13:05
Tokyo NICT A discussion on the application of locally one-dimensional FDTD method with the numerical dispersion error analysis
Kensuke Sasaki, Yukihisa Suzuki (Tokyo Metropolitan Univ.), Soichi Watanabe (NICT) EMCJ2011-14 MW2011-11 EST2011-7
The locally one-dimensional FDTD (LOD-FDTD) method is introduced as faster and more simple implicit method than the alte... [more] EMCJ2011-14 MW2011-11 EST2011-7
pp.27-32
AP 2010-12-17
14:30
Tokyo Kikai-Shinko-Kaikan Bldg. A Simple Formulation for Numerical Dispersion Error by 2-D and 3-D FDTD Method
Jun Sonoda (SNCT), Motoyuki Sato (Tohoku Univ.) AP2010-130
The finite-different time-domain (FDTD) method has been widely used to analyze propagation and scattering of electromagn... [more] AP2010-130
pp.73-77
EMT, OPE, MW, IEE-EMT [detail] 2010-07-29
16:40
Hokkaido Hokkaido Univ. Analysis of a waveguide grating using the 3-D LOD-FDTD method
Ryoji Ando, Jun Shibayama, Junji Yamauchi, Hisamatsu Nakano (Hosei Univ.) MW2010-50 OPE2010-35
The three-dimensional finite-difference time-domain (FDTD) method based on the locally one-dimensional (LOD) scheme is a... [more] MW2010-50 OPE2010-35
pp.69-74
MW 2010-03-05
15:25
Kyoto Ryukoku Univ. A Study of Unconditionally Stable Conformal FDTD Scheme Based on Plus-Minus Splitting
Kazuhiro Fujita, Takefumi Namiki (Fujitsu Ltd.) MW2009-208
The alternating direction implicit FDTD (ADI-FDTD) method has an advantage of unconditional stability in time domain sim... [more] MW2009-208
pp.169-174
EMD 2009-11-19
10:30
Tokyo Nippon Institute of Technology, Kanda Campus, Tokyo, Japan Constriction resistance analysis of multi-contact spots
Shigeru Sawada, Terutaka Tamai (Mie Univ.), Yasuhiro Hattori (AutoNetworks Technologies), Kazuo Iida (Mie Univ.) EMD2009-72
Many researchers have studied influences of contact shape, plating conditions, and surface roughness on constriction res... [more] EMD2009-72
pp.13-16
EMD 2009-10-30
16:15
Tokyo   Effect of real contact point on constriction resistance of apparent contact area
Shigeru Sawada, Terutaka Tamai (Mie Univ,), Yasuhiro Hattori (AutoNetworks Technologyies, Ltd.), Kazuo Iida (Mie Univ,) EMD2009-65
Many researchers have studied influences of contact shape, plating conditions, and surface roughness on constriction res... [more] EMD2009-65
pp.39-44
EA, US
(Joint)
2008-01-28
14:00
Osaka Kansai University Improvement of Precision of Compact Finite Difference for Acoustic Simulation
Hideo Tsuru (NAE), Reima Iwatsu (TDU) US2007-91 EA2007-97
Recently, the finite difference method, a tool for wave acoustic simulations, can be applied to practical analysis. How... [more] US2007-91 EA2007-97
pp.13-18
US 2007-09-28
10:00
Miyagi Tohoku Univ. Numerical Simulation of Acoustic Wave Propagation Using Asymmetric Finite Difference Time Domain (A-FDTD) Method with higher order FDTD
Kan Okubo (Tokyo Metropolitan Univ.), Sungqwan Oh (Akita Prefectural Univ.), Takao Tsuchiya (Doshisha Univ.), Nobunao Takeuchi (Akita Prefectural Univ.), Norio Tagawa (Tokyo Metropolitan Univ.) US2007-44
FDTD method has been a popular technique for numerical analysis of sound wave propagation in time domain. However, Stand... [more] US2007-44
pp.7-12
AP 2007-09-06
14:50
Tokyo Kikai-Shinko-Kaikan Bldg. Numerical Dispersion in Analysis for Electromagnetic Wave Propagation Using Asymmetric Finite Difference Time Domain (A-FDTD) Method with higher order FDTD
Kan Okubo (Tokyo Metropolitan Univ.), Yuichi Yoshida (Akita Prefectural Univ.), Takao Tsuchiya (Doshisha Univ.), Nobunao Takeuchi (Akita Prefectural Univ.), Norio Tagawa (Tokyo Metropolitan Univ.) AP2007-84
FDTD method has been a very popular technique for numerical analysis of electromagnetic wave propagation. However, Stand... [more] AP2007-84
pp.61-65
EMCJ 2007-03-09
15:15
Tokyo Kikai-Shinko-Kaikan Bldg. Characteristics of Numerical Dispersion Error of the CIP Method by its Dispersion Relation Equations
Masanori Koga, Jun Sonoda (SNCT) EMCJ2006-126
In recent years, there are some studies on new numerical analysis of electromagnetic (EM) field using the CIP (Constrain... [more] EMCJ2006-126
pp.59-64
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