光学仪器, 2017, 39 (3): 27, 网络出版: 2017-07-07  

使用全场数据确定光弹材料条纹值的方法

Evaluation of material fringe value using whole field data in photoelasticity
作者单位
上海理工大学 光电信息与计算机工程学院, 上海 200093
摘要
光弹性实验中, 材料条纹值是联系光学现象和材料应力的唯一参数, 因而在每次实验前计量材料条纹值是非常必要的。条纹值的精确性与选取的实验计量点有密切的关联, 同时应考虑残余双折射和残余应力的影响。根据实验获取的全场数据, 在试件中选取多个点构成超定方程组, 结合相移技术, 运用最小二乘法确定材料条纹值。这种方法不仅能够确定条纹值, 而且可以得到试样中残余应力的参数。最后, 通过聚碳酸酯受压圆盘实验, 验证了新方法的可行性。
Abstract
In the photoelastic experiment, material fringe value is the only parameter which relates the optical phenomena to the material stresses.It is necessary to calibrate each specimen at the time of experiment.The solutions of fringe value have a strong bearing on the choice of the data points and the effect of residual birefringence should be considered.This paper takes several points in the whole field to obtain an over determined set of equations, using the least squares method combined with phase shifting technology to evaluate fringe value.In this way, not only the fringe order is calculated but also the residual birefringence or residual stress parameters of specimen are obtained.The usefulness of this method is demonstrated by analyzing a circular disc subjected to compressive loading.
参考文献

[1] 天津大学材料力学教研室光弹组.光弹性原理及测试技术[M].北京:科学出版社,1980:85-127.

[2] LIU X M,DAI S G.Cubic polynomial curve-guided method for isochromatic determination in three-fringe photoelasticity[J].Chinese Optics Letters,2015,13(10):101202.

[3] RAMESH K.Digital Photoelasticity:advanced techniques and applications[M].Berlin:Heidelberg Springer,2000:10-40.

[4] 刘晓蒙,戴曙光.斜射法应力分离计算方法的研究[J].机械强度,2016,38(3):475-479.

[5] PRATT W K.Digital image processing[M].3rd ed.New York:John Wiley and Sons,2002:89-159.

[6] AJOVALASIT A,PETRUCCI G,SCAFIDI M.Phase shifting photoelasticity in white light[J].Optics and Lasers in Engineering,2007,45(5):596-611.

[7] LIU X M,DAI S G.Mathematical morphology guided automatic unwrapping isoclinic phase map in white light photoelasticity[J].Journal of the Optical Society of Korea,2015,19(6):643-648.

[8] 刘晓蒙,戴曙光.相移法获取三维光弹性特征相位差的方法[J].光学技术,2016(4):317-320.

[9] 刘晓蒙,戴曙光.结合白光光弹和相移技术解包裹等差线的方法[J].机械强度,2016,38(4):711-715.

[10] RAMJI M,NITHILA E,DEVVRATH K,et al.Assessment of autonomous phase unwrapping of isochromatic phase maps in digital photoelasticity[J].Sādhanā,2008,33:27-44.

[11] SIEGMANN P,BACKMAN D,PATTERSON E A.A robust approach to demodulating and unwrapping phase-stepped photoelastic data[J].Experimental Mechanics,2005,45(3):278-289.

[12] RAMJI M,RAMESH K.Adaptive quality guided phase unwrapping algorithm for whole-field digital photoelastic parameter estimation of Complex Models[J].Strain,2010,46(2):184-194.

[13] KASIMAYAN T,RAMESH K.Adaptive smoothing for isoclinic parameter evaluation in digital photoelasticity[J].Strain,2011,47(S1):e371-e375.

[14] RAMESH K,HARIPRASAD M P,RAMAKRISHNAN V.Robust multidirectional smoothing of isoclinic parameter in digital photoelasticity[J].Optical Engineering,2015,54(8):081205.

[15] RAMESH K,KASIMAYAN T,SIMON B N.Digital photoelasticity-A comprehensive review[J].The Journal of Strain Analysis for Engineering Design,2011,46(4):245-266.

[16] COKER E G,FILON L N G,JESSOP H T.A treatise on photoelasticity[M].London:Cambridge University Press,1957:120-130.

[17] SANFORD R J.Application of the least-squares method to photoelastic analysis[J].Experimental Mechanics,1980,20(6):192-197.

刘晓蒙, 戴曙光. 使用全场数据确定光弹材料条纹值的方法[J]. 光学仪器, 2017, 39(3): 27. LIU Xiaomeng, DAI Shuguang. Evaluation of material fringe value using whole field data in photoelasticity[J]. Optical Instruments, 2017, 39(3): 27.

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