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Determination of stress in composite plates with cracks on the basis of the method of integral equations and solutions by Green

机译：基于整体方程和溶液的裂缝测定复合板中应力的基础

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O.V. Maksymovych; A.R. Dzyubyk; Kh.A. Barvinska; L.V. Dzyubyk;
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1. SOLUTION OF NONSTATIONARY PROBLEMS FOR COMPOSITE BODIES WITH CRACKS BY THE METHOD OF INTEGRAL EQUATIONS [J] . V. V. Mykhaskiv, I. Ya. Zhbadynskyi Materials Science . 2007,第1期

机译：积分方程法求解带裂纹的复合体非平稳问题
2. Solution of multiple crack problem in a finite plate using an alternating method based on two kinds of integral equation [J] . Y.Z. Chen Engineering analysis with boundary elements . 2011,第10期

机译：基于两种积分方程的交替法求解有限板中的多裂纹问题
3. DETERMINATION OF THE DYNAMIC STRESSES IN AN INFINITE PLATE ON THE BASIS OF AN EXACT ANALYTICAL SOLUTION OF THE HYPERBOLIC HEAT-CONDUCTION EQUATION FOR IT [J] . I. V. Kudinov, V. A. Kudinov Journal of engineering physics and thermophysics . 2015,第2期

机译：基于双曲热传导方程的精确解析解确定无限大板中的动应力
4. Numerical Solution of Stress Intensity Factors of Multiple Cracks inGreat Number with Eigen COD Boundary Integral Equations [C] . H. Ma, Z. Guo, C. Yan, Computational methods in engineering . 2012

机译：特征COD边界积分方程数值求解多个裂纹的应力强度因子
5. Meshless boundary particle methods for boundary integral equations and meshfree particle methods for plates [D] . Davis, Christopher Bard 2011

机译：边界积分方程的无网格边界粒子法和板的无网格粒子法
6. Biorthogonal-Wavelet-Based Method for Numerical Solution of Volterra Integral Equations [O] . Mutaz Mohammad 2019

机译：基于双向小波的Volterra积分方程的数值解方法
7. Determination of Stresses in Composite Plates with Holes and Cracks Based on Singular Integral Equations [O] . Olesia Maksymovych, Adam Podhorecki 2020

机译：基于奇异积分方程的孔和裂缝中复合板中应力的测定
8. Approximate Determination of Stresses near Notches and Corners in Elastic Media by an Integral Equation Method [R] . Barone, M. R., Robinson, A. R. 1971

机译：用积分方程法近似确定弹性介质中缺口和角落附近的应力

Determination of stress in composite plates with cracks on the basis of the method of integral equations and solutions by Green

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