有限元方法分析牙合面裂隙对后牙应力分布影响的研究进展

Medical Journal of the Chinese People Armed Police Forces ›› 2015, Vol. 26 ›› Issue (9) : 955-957.

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Medical Journal of the Chinese People Armed Police Forces ›› 2015, Vol. 26 ›› Issue (9) : 955-957.

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[1] Schmidt C W. On the relationship of dental microwear to dental macrowear [J]. Am J Phys Anthropol, 2010,(142):67-73.
[2] Srirekha A, Bashetty K. Infinite to finite: an overview of finite element analysis [J]. Indian J Dent Res, 2010, 21(3): 425-432.
[3] Ehsani S, Mirhashemi F S, Asgary S. Finite element reconstruction of a mandibular first molar [J]. Iran Endod J, 2013, 8(2): 44-47.
[4] Chang K H, Magdum S, Khera S C. An advanced approach for computer modeling and prototyping of the human tooth [J]. Ann Biomed Eng, 2003, 31(5): 621-631.
[5] Dejak B, Mlotkowski A, Romanowicz M. Finite element analysis of mechanism of cervical formation in simulated molars during mastication and paratunction [J]. J Prosthet Dent, 2005, 94: 520-529.
[6] Benazzi S, Kullmer O, Grosse I R. Using occlusal wear information and finite element analysis to investigate stress distributions in human molars[J]. J Anat, 2011, 219: 259-272.
[7] Rodrigues F P, Li J, Silikas N. Sequential software processing of micro-XCT dental-images for 3D-FE analysis[J]. Dent Mater, 2009, 25: 47-55.
[8] Magne P, Belser U C. Rationalization of shape and related stress distribution in posterior teeth: a finite element study using nonlinear contact analysis [J]. Int J Periodontics Restorative Dent, 2002, 22 (5): 425-433.
[9] 洪 瑾, 夏文薇, 朱亚琴.有限元法建立下颌第一磨牙模型及受力分析[J]. 上海口腔医学, 2001, 10(4): 342-345.
[10] 曾 艳, 王嘉德.下颌第一恒磨牙三维有限元模型的建立及应力分析[J]. 中华口腔医学杂志, 2005, 40(5): 394-397.
[11] Arola D, Bajaj D, Ivancik J. Fatigue of biomaterials: hard tissues [J]. Int J Fatigue, 2010, (32): 1400-1412.
[12] Bajaj D, Nazari A, Sundaram N. Aging, dehydration and fatigue crack growth in human dentin [J]. Biomaterials, 2006,(27):2507-2517.
[13] 候铁舟, 朱丰燕, 陶 洪. 下颌第一磨牙隐裂模型裂纹变化的三维有限元分析[J]. 华西口腔医学杂志, 2009, 27(2):126-134.
[14] 殷 霄, 张亚庆, 侯 磊. 用实体建模法建立上颌第一磨牙隐裂的三维有限元模型[J]. 牙体牙髓牙周病学杂志,2010, 20(3):143-146.
[15] Wang M Q, Zhang M, Zhang J H. Photoelastic study of the effects of occlusal surface morphology on tooth apical stress from vertical bite forces [J]. J Contemp Dent Pract, 2004, 5(1): 74-93.
[16] Benazzi S, Nguyen H N, Kullmer O. Unravelling the functional biomechanics of dental features and tooth wear [J]. Plos One, 2013, 8(7): 1-10.
[17] 郑晶晶,侯铁舟,陶 洪. 有限元法初步探讨釉牙本质界对裂纹的阻断机制[J]. 华西口腔医学杂志, 2014, 32(5): 464-466.
[18] Li Haiyan, Li Jianying, Zou Zhenmin. Fracture simulation of restored teeth using a continuum damage mechanics failure model [J]. Dental Materials, 2011, 27: 125-133.
[19] Al-Omiri M K, Rayyan M R, Abu-Hammad O. Stress analysis of endodontically treated teeth restored with post-retained crowns: a finite element analysis study [J]. JADA, 2011, 142: 289-300.
[20] Lee J J, Kwon J Y, Chai H. Fracture modes in human teeth [J]. J Dent Res, 2009, 88(3): 224-228.
[21] Dowker S E P, Elliott J C, Davis G R. Three-dimensional study of human dental fissure enamel by synchrotron X-ray microtomography [J]. Eur J Oral Sci, 2006, 114 (Suppl.1): 353–359.
[22] 陈 琼. 三维有限元建模方法的研究现状[J]. 口腔医学,2006, 26(2): 154-155.
[23] Chang K H, Magdum S, Khera S C. An advanced approach for computer modeling and prototyping of the human tooth [J]. Ann Biomed Eng, 2003, 31(5): 621-631.
[24] Kim I, Paik K S, Lee S P. Quantitative evaluation of the accuracy of micro-computed tomography in tooth measurement [J]. Clin Anat, 2007, 20(1): 27-34.
[25] Verdonschot N, Fennis W M, Kuijs R H. Generation of 3-D finite element models of restored human teeth using micro-CT techniques [J]. Int J Prosthodont, 2001, 14 (4): 310-315.
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