Hybrid Thermoelastic Stress Analysis
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- 作者：S. J. Lin (1)
W. A. Samad (2)
A. A. Khaja (3)
R. E. Rowlands (4)
1. National Kaohsiung University of Applied Sciences ; Kaohsiung ; Taiwan ; Republic of China
2. Rochester Institute of Technology鈥揇ubai ; Dubai ; UAE
3. Applied Materials ; Inc. ; Santa Clara ; CA ; 95054 ; USA
4. University of Wisconsin ; Madison ; WI ; 53706 ; USA - 关键词：Thermoelasticity ; Hybrid method ; Stress ; separation ; Stress intensity factors
- 刊名：Experimental Mechanics
- 出版年：2015
- 出版时间：April 2015
- 年：2015
- 卷：55
- 期：4
- 页码：653-665
- 全文大小：8,170 KB
- 参考文献：1. Greene, RJ, Patterson, EA, Rowlands, RE Thermoelastic stress analysis, Ch. 26. In: Sharpe, WM eds. (2008) Handbook of experimental solid mechanics. Springer, New York
2. Patterson, EA, Rowlands, RE (2008) Determining individual stresses thermoelastically. J Strain Anal 43: pp. 519-527 CrossRef
3. Dulieu-Barton, JM, Stanley, P (1998) Development and applications of thermoelastic stress analysis. J Strain Anal 33: pp. 93-104 CrossRef
4. Soutas-Little, RW (1998) Elasticity. Dover, Mineola
5. Foust BE (2002) Individual stress determination in inverse problems by combining experimental methods and Airy stress functions, MS Thesis, University of Wisconsin, Madison. WI
6. Ryall, TG, Wong, KA (1988) Determining stress components from thermoelastic data鈥攁 theoretical study. Mech Mater 7: pp. 205-214 CrossRef
7. Ryall, TG, Heller, M, Jones, R (1992) Determination of stress components from thermoelastic data without boundary conditions. J Appl Mech 59: pp. 841-847 CrossRef
8. Ryall, TG, Cox, PM, Enke, NF (1992) On the determination of dynamic and static stress components from experimental thermoelastic data. Mech Mater 14: pp. 47-57 CrossRef
9. Dunn, SA (1993) Separation of strain components in composite materials from thermoelastic temperature measurements. J Appl Mech 59: pp. 552-558 CrossRef
10. Foust, BE, Rowlands, RE (2011) Thermoelastic determination of individual stresses in a diametrically-loaded disk. Strain 47: pp. 146-153 CrossRef
11. Lin, SJ, Matthys, DR, Rowlands, RE (2009) Separating stresses thermoelastically in a central circularly perforated plate using an Airy stress function. Strain 45: pp. 516-526 CrossRef
12. Zanganeh, M, Tomlinson, RA, Yates, JR (2008) T-stress determination using thermoelastic stress analysis. J Strain Anal 43: pp. 529-537 CrossRef
13. Joglekar N (2009) Separating stresses using Airy stress function and TSA, effects of varying the amount and source locations of the input measured TSA data and number of Airy coefficients to use, MS Thesis, University of Wisconsin, Madison, WI
14. Aziz AA (2010) Thermoelastically determined stresses around neighboring holes in finite structures whose stress fields interact, MS thesis, University of Wisconsin, Madison, WI
15. Lin, SJ, Quinn, S, Matthys, DR, New, AM, Kincaid, IM, Boyce, BR, Khaja, AA, Rowlands, RE (2011) Thermoelastic determination of individual stresses in vicinity of a near-edge hole beneath a concentrated load. Exp Mech 51: pp. 797-814 CrossRef
16. Lin, SJ, Matthys, DR, Quinn, S, Davidson, JP, Boyce, BR, Khaja, AA, Rowlands, RE (2012) Stresses at and in the neighborhood of a near-edge hole in a plate subjected to an offset load from measured temperatures. Eur J Mech A-Solid 39C: pp. 209-217
17. Lin SJ, Matthys DR, Samad WA, Khaja AA, Boyce BR, Rowlands RE (2012) Infrared stress analysis of unsymmetrically-loaded perforated member, ISEM-ACEM-SEM-7th ISEM鈥?2-Taipei, Taiwan
18. Samad WA, Khaja AA, Kaliyanda AR, Rowlands RE (2013) Hybrid thermoelastic stress analysis of a pinned joint. Exp Mech. doi:10.1007/s11340-013-9822-6
19. Khaja AA, Rowlands RE (2013) Experimentally determined stresses associated with elliptical holes using polar coordinates. Strain 49(2):116鈥?24
20. Samad WA, Rowlands RE (2013) Full-field thermoelastic stress analysis of a finite structure containing an irregularly-shaped hole. Exp Mech. doi:10.1007/s11340-013-9821-7
21. Samad WA, Rowlands RE (2012) Hybrid full-field stress analysis of finite structures containing arbitrarily shaped cutouts, ISEM-ACEM-SEM-7th ISEM鈥?2-Taipei, Taiwan
22. Rauch, BJ, Rowlands, RE (1995) Determining reliable edge isopachic data from interior thermoelastic measurements. Exp Mech 35: pp. 174-181 CrossRef
23. Barone, S, Patterson, EA (1998) An alternative finite-difference method for post-processing thermoelastic data using compatibility. J Strain Anal 33: pp. 437-447 CrossRef
24. Huang, YM, Rowlands, RE, Lesniak, JR (1990) Simultaneous stress separation, smoothing of measured thermoelastic information and enhanced boundary data. Exp Mech 30: pp. 398-403 CrossRef
25. Huang, YM, Abdel Moshen, HH, Rowlands, RE (1990) Determination of individual stresses thermoelastically. Exp Mech 30: pp. 88-94 CrossRef
26. Huang, YM, Rowlands, RE (1991) Quantitative stress analysis based on the measured trace of the stress tensor. J Strain Anal 26: pp. 58-63 CrossRef
27. Lin, ST, Rowlands, RE (1995) Thermoelastic stress analysis of orthotropic composites. Exp Mech 35: pp. 257-265 CrossRef
28. Rhee, J, Rowlands, RE (1996) Stresses around extremely large or interacting multiple holes in orthotropic composites. Comput Struct 61: pp. 935-950 CrossRef
29. Lin, ST, Miles, JP, Rowlands, RE (1997) Image enhancement and stress separation of thermoelastically measured isopachic data under random loading. Exp Mech 37: pp. 225-231 CrossRef
30. Rhee, J, Rowlands, RE (1999) Thermoelastic-numerical hybrid analysis of holes and cracks in composites. Exp Mech 39: pp. 349-355 CrossRef
31. Kishimoto, K, Inque, H, Shinbo, H, Shibuy, T (1997) Inverse analysis related to stress separation in thermoelastic stress analysis. JSME Ser A 40: pp. 108-116
32. Hayabusa, K, Inque, H, Kishimoto, K, Shibuy, T (1999) Boundary element inverse analysis for stress separation in thermoelastic stress analysis. JSME Ser A 42: pp. 618-623 CrossRef
33. Hayabusa, K, Inque, H, Kishimoto, K, Shibuy, T (2000) Improvement of accuracy of inverse analysis for stress separation in thermoelastic stress analysis. JSME Ser A 43: pp. 305-313 CrossRef
34. Ni YY, Rowlands RE (2002) Thermoelastically-measured isopachics and BEM for inverse stress analysis on and adjacent to loaded and traction-free boundaries, Session Honoring Prof. J. W. Daly, 14th US Nat鈥檒 Cong. Theor. & Appl. Mechanics, Blacksburg
35. Ni YY (2001) On the use of thermoelastically measured isopachics and boundary elements for inverse stress analysis, PhD Thesis, University of Wisconsin, Madison, WI
36. Machiida K, Kutsuma Y (2003) Stress-components analysis by inverse problem using infrared thermography, ATEM03 (Adv. Tech in Exper. Mech), JSME-MMD
37. Stanley, P, Dulieu-Smith, JM (1996) Determination of crack-tip parameters from thermoelastic data. Exp Tech 20: pp. 21-23 CrossRef
38. Tomlinson, RA, Nurse, AD, Patterson, EA (1997) On determining stress intensity factors for mixed mode cracks from thermoelastic data. Fatigue Fract Eng Mater Struct 20: pp. 217-226 CrossRef
39. Lin, ST, Feng, Z, Rowlands, RE (1997) Thermoelastic determination of stress intensity factors in orthotropic composites using the J-integral. Eng Fract Mech 56: pp. 579-592 CrossRef
40. Ju, SH, Rowlands, RE (2003) Mixed-mode thermoelastic fracture analysis of orthotropic composites. Int J Fract 120: pp. 601-621 CrossRef
41. Ju, SH, Rowlands, RE (2003) Thermoelastic determination of KI and KII in an orthotropic graphite epoxy composite. J Compos Mater 37: pp. 2011-2025 CrossRef
42. He, KY, Rowlands, RE (2004) Determining stress intensity factors in orthotropic composites from far-field measured temperatures. Exp Mech 44: pp. 555-561 CrossRef
43. Ju, SH, Rowlands, RE (2007) Thermoelastic determination of crack-tip coordinates in composites. Int J Solids Struct 44: pp. 4845-4859 CrossRef
44. Waldman, W, Ryall, TG, Jones, R (1990) On the determination of stress components in 3-D from thermoelastic data. Comp Stuct 36: pp. 553-557 CrossRef
45. Murakami, Y, Yoshimura, Y (1997) Determination of all stress components from measurements of the stress invariant by the thermoelastic stress methods. Int J Solids Struct 34: pp. 4449-4461 CrossRef
46. Gao, XL, Rowlands, RE (2000) Hybrid method for stress analysis of finite three- dimensional elastic solids. Int J Solids Struct 37: pp. 2727-2751 CrossRef
47. Wong AK (11991) A non-adiabatic thermoelastic theory and use of SPATE on composite laminates, Proc. 9th Int鈥檒. Conf. on Exper. Mech., ICEM9, Copenhagen, August, 20鈥?4; also Wang AK (1991) A non-adiabatic thermoelastic theory for composite laminates. J Phys Chem Solids 51:483鈥?94
48. Sigimoto S, Rowlands RE, Ishikawa T (2001) A thermal conductivity analysis affecting thermoelastic stress measurement of laminated composites, Int鈥檒 Conf. on Composite Materials (ICCM-13), Beijing, China - 刊物类别：Engineering
- 刊物主题：Mechanical Engineering
Theoretical and Applied Mechanics
Characterization and Evaluation Materials
Structural Mechanics
Engineering Fluid Dynamics
Engineering Design - 出版者：Springer Boston
- ISSN：1741-2765
文摘
Solids, like a confined gas, experience an increase in temperature when compressively loaded and a temperature decrease when stressed in tension. While such stress-induced temperature changes at a point in a solid are related to a linear combination of the local changes in the normal stresses, it is often necessary to know the individual stress components. An effective means to determine the individual stresses in engineering structures is to combine the measured thermal data with Airy stress function relevant mechanics information or analyses. Results demonstrate the ability of this general concept to provide reliable, full-field stresses in a range of engineering situations involving cracks or geometric discontinuities in isotropic or orthotropic composite materials.