Yamamoto Y | Energy Resources Dept National Institute For Resources And Environment
スポンサーリンク
概要
- Yamamoto Yoshitakaの詳細を見る
- 同名の論文著者
- Energy Resources Dept National Institute For Resources And Environmentの論文著者
関連著者
-
Yamamoto Y
Energy Resources Dept National Institute For Resources And Environment
-
Miyazaki Takeshi
Faculty Of Engineering Kanazawa University
-
Yamamoto Yoshitaka
Research And Development Institute Tokai University
-
Nomura Takashi
Faculty Of Engineering Kanazawa University
-
NANTOH Hiroki
Faculty of Engineering, Kanazawa University
-
Nantoh Hiroki
Faculty Of Engineering Kanazawa University
-
Miyazaki T
Faculty Of Engineering Kanazawa University
-
Komai T
National Inst. Advanced Industrial Sci. And Technol. Tsukuba Jpn
-
NAGASHIMA Kazushige
Energy Resources Dept, National Institute for Resources and Environment
-
YAMAMOTO Yoshitaka
Energy Resources Dept, National Institute for Resources and Environment
-
KOMAI Takeshi
Safety Engineering Dept, National Institute for Resources and Environment
-
HOSHINO Hiroaki
Faculty of engineering, Hokkaido University
-
OHGA Kohtaro
Faculty of engineering, Hokkaido University
-
Ohga Kohtaro
Faculty Of Engineering Hokkaido University
-
Hoshino Hiroaki
Faculty Of Engineering Hokkaido University
-
Nagashima Kazushige
Energy Resources Dept National Institute For Resources And Environment
著作論文
- Interferometric Observation of Salt Concentration Distribution in Liquid Phase Around THF Clathrate Hydrate During Directional Growth
- Absolute Determination of Vibration Amplitude in Numerical Analysis of Sinusoidally-Amplitude-Modulated Holographic Interferograms by Algorithm like Fringe-Shifting Technique
- Numerical Analysis of Sinusoidally-Amplitude-Modulated Holographic Interferograms by Algorithm like Fringe-Shifting Technique
- Numerical Analysis of Sinusoidally-Amplitude-Modulated Holographic Interferograms(2nd Report) -Algorithm Using a Monotone Decreasing Function-
- Numerical Analysis of Sinusoidally-Amplitude-Modulated Holographic Interferograms (1st Report) - Separation of Vibration Phase and the Bessel Functions -