Improvement of stress analysis by digital image correlation and the intelligent hybrid method

被引:0
作者
Machida, K. [1 ]
Suzuki, Y. [1 ]
机构
[1] Tokyo Univ Sci, 2641 Yamazaki, Noda, Chiba 2788510, Japan
来源
SPECKLE06: SPECKLES, FROM GRAINS TO FLOWERS | 2006年 / 6341卷
关键词
digital image correlation; Newton-Raphson method; intelligent hybrid method; displacement gradient; stress intensity factor; finite element method;
D O I
10.1117/12.695471
中图分类号
TH7 [仪器、仪表];
学科分类号
0804 ; 080401 ; 081102 ;
摘要
Now, many methods of measuring the external force which acts on a structure have been devised. We developed the method that a stress and a strain could be analyzed in automatic, non-contact, and real time by combining digital image correlation and the intelligent hybrid method. However, it is not easy to evaluate the sub-pixel order displacement with high accuracy in digital image correlation. On the other hand, the displacement in a crack problem is a sub-pixel in many cases. Hence, we examined the algorithm for measuring the infinitesimal deformation and discussed which method raises accuracy. The Newton-Raphson method that takes deformation of the image itself into consideration in deformation analyses was adopted, and the deformation gradient was extended to higher order by Taylor expansion. In order to extend the flexibility of this system, we used steel and an aluminum alloy specimens in the experiment. Then, a stress intensity factor was able to be evaluated less than 1% of the error as compared with FEM.
引用
收藏
页数:6
相关论文
共 14 条
[1]   DIGITAL IMAGE CORRELATION USING NEWTON-RAPHSON METHOD OF PARTIAL-DIFFERENTIAL CORRECTION [J].
BRUCK, HA ;
MCNEILL, SR ;
SUTTON, MA ;
PETERS, WH .
EXPERIMENTAL MECHANICS, 1989, 29 (03) :261-267
[2]   Deformation measurements by digital image correlation: Implementation of a second-order displacement gradient [J].
Lu, H ;
Cary, PD .
EXPERIMENTAL MECHANICS, 2000, 40 (04) :393-400
[3]  
MACHIDA K, 2003, ADV COMP EXP ENG SCI
[4]  
MACHIDA K, 2001, P ICF 10 CD ROM ED
[5]  
MACHIDA K, 2002, T JSME, V68, P1794
[6]  
Nishikawa I, 2005, J JSNDI, V54, P132
[7]  
NISHIKAWA I, 2004, T JSME, V42, P278
[8]   A variational principle for minimizing experimental measurement errors and its application to a hybrid experimental-numerical method [J].
Nishioka, T ;
Ikekita, H ;
Tamai, K .
COMPUTATIONAL MECHANICS, 1997, 20 (1-2) :101-108
[9]   An intelligent hybrid method to automatically detect and eliminate experimental measurement errors for linear elastic deformation fields [J].
Nishioka, T ;
Kurio, K ;
Nakabayashi, H .
EXPERIMENTAL MECHANICS, 2000, 40 (02) :170-179
[10]  
NISHIOKA T, 2001, T JSME A, V67, P424