Computer Analysis of Time-Averaged Holographic Interferograms by Approximation of the Bessel Function to a Quartic Function -Theory and Errors due to Approximation-
スポンサーリンク
概要
- 論文の詳細を見る
- 1995-06-30
著者
-
MIYAZAKI Takeshi
Faculty of Engineering, Kanazawa University
-
Miyazaki Takeshi
Faculty Of Engineering Kanazawa University
-
Takano Keisuke
Faculty Of Engineering Kanazawa University
-
HIJIKATA Hirofumi
Faculty of Engineering, Kanazawa University
-
Hijikata Hirofumi
Faculty Of Engineering Kanazawa University
関連論文
- Determination of Vibration Amplitude and Phase by Scanning Phase - Modulation Phasor in Holographic Interferometry
- Holographic Measurement of Lower Loss Tangent Using a Beam of Variable Cross Section(2nd Report) -Measuring Theory-
- Holographic Measurement of Lower Loss Tangent Using a Beam of Variable Cross Section(1st Report)-Calculation and Measurement of Amplitude Distribution-
- Effect of Axial Force on Holographic Measurement of Complex Elastic Modulus
- 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 -
- Computer Analysis of Time-Averaged Holographic Interferograms by Approximation of the Bessel Function to a Quartic Function -Theory and Errors due to Approximation-
- Extension of Measurable Region of Object - Vibration Phasor in Phase - Modulated Holographic Interferometry - Measuring Theory -