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Analysis of stress intensity factors obtained with the fem for surface semielliptical cracks in the zones of structural stress concentrators

机译：用FEM在结构应力集中器区域中用FEM用于表面半椭圆裂缝的应力强度因子分析

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I. Pidgurskyi;
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1. Finite element analysis of boron nitride nanotubes' shielding effect on the stress intensity factor of semielliptical surface crack in a wide range of matrixes using RVE model [J] . Ali Davar, Sen Sadri Composites . 2017,第FEBa期

机译：使用RVE模型有限元分析氮化硼纳米管对大范围基体中半椭圆形表面裂纹应力强度因子的屏蔽作用
2. DETERMINATION OF STRESS INTENSITY FACTORS FOR SEMIELLIPTICAL SURFACE CRACKS IN THE WWER-1000 REACTOR PRESSURE VESSEL FROM THE RESULTS OF SOLVING THERMOELASTICITY BOUNDARY VALUE PROBLEMS BASED ON THE MIXED MESH-PROJECTION SCHEME OF THE FINITE ELEMENT [J] . V. V. Kharchenko, S. V. Kobelskii, V. I. Kravchenko Strength of Materials . 2007,第2期

机译：根据有限元混合网格投影方案求解热弹性边界值问题的结果，确定WWER-1000反应堆压力容器中半球形表面裂纹的应力强度因子
3. An empirical stress intensity factor set of equations for a semielliptical crack in a semi-infinite body subjected to a polynomial stress distribution [J] . S. Pommier, C. Sakae, Y. Murakami International Journal of Fatigue . 1999,第3期

机译：经受多项式应力分布的半无限体内半椭圆形裂纹的经验应力强度因子方程组
4. Stress Intensity Factor Analysis for Curved Crack Front by means of FEM (Mode I Stress Intensity Factor of Elliptic Crack) [C] . Narihisa KATSUYAMA, Akira MIKI, Shogo IMAMURA, Annual Meeting of the JSME/MMD . 2003

机译：通过FEM（椭圆裂纹模式I应力强度因子的弯曲裂纹前方的应力强度因子分析
5. Laplace-SGBEM analysis of the dynamic stress intensity factors and the dynamic T-stress for the interaction between a crack and auxetic inclusions. [D] . Kwon, Kibum. 2014

机译：Laplace-SGBEM分析裂纹和膨胀夹杂物之间相互作用的动态应力强度因子和动态T应力。
6. Stress Intensity Factor of Semielliptical Surface Crack in Internally Pressurized Hollow Cylinder—A Comparison between BS 7910 and API 579/ASME FFS-1 Solutions [O] . Gabriel de C. Coêlho, Antonio A. Silva, Marco A. Santos, 2019

机译：内压空心圆柱体中半椭圆形表面裂纹的应力强度因子— BS 7910与API 579 / ASME FFS-1解决方案的比较
7. Analysis of stress intensity factors for surface cracks subjected to arbitrarily distributed surface stresses (2nd report, Analysis and application of influence coefficients for flat plates with a semielliptical surface crack) [O] . Masaki SHIRATORI, Toshiro MIYOSHI, Katsumi TANIKAWA 1986

机译：用于任意分布的表面应力的表面裂缝的应力强度因子分析（第2例报告，分析和应用扁平板与半椭圆形表面裂纹的平板施加系数）
8. Mixed Mode Stress Intensity Factors for Semielliptical Surface Cracks [R] . Smith, F. W., Sorensen, D. R. 1974

机译：半椭圆表面裂纹的混合模应力强度因子

Analysis of stress intensity factors obtained with the fem for surface semielliptical cracks in the zones of structural stress concentrators

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