首页> 外文期刊>Strength of Materials >SOLVING LINEAR AND NONLINEAR THREE-DIMENSIONAL PROBLEMS OF FRACTURE MECHANICS BY A SEMI-ANALYTIC FINITE ELEMENT METHOD. PART 1. THEORETICAL BACKGROUND AND A STUDY OF EFFICIENCY OF FEM PROCEDURE FOR SOLVING THREE-DIMENSIONAL PROBLEMS OF FRACTURE MECHANICS
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SOLVING LINEAR AND NONLINEAR THREE-DIMENSIONAL PROBLEMS OF FRACTURE MECHANICS BY A SEMI-ANALYTIC FINITE ELEMENT METHOD. PART 1. THEORETICAL BACKGROUND AND A STUDY OF EFFICIENCY OF FEM PROCEDURE FOR SOLVING THREE-DIMENSIONAL PROBLEMS OF FRACTURE MECHANICS

机译:用半解析有限元方法求解断裂力学的线性和非线性三维问题。第1部分。求解断裂力学三维问题的有限元程序的理论背景和效率研究

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摘要

We present theoretical approaches and a procedure for the FEM computation of parameters of nonlinear fracture mechanics in prismatic bodies with a crack. The efficiency of the proposed approaches and the veracity of the results obtained have been analyzed.
机译:我们提出了具有裂纹的棱柱形体中非线性断裂力学参数的有限元计算的理论方法和程序。分析了所提出的方法的效率和所获得结果的准确性。

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