SEMIANALYTIC FINITE-ELEMENT METHOD IN CONTINUUM CREEP FRACTURE MECHANICS PROBLEMS FOR COMPLEX-SHAPED SPATIAL BODIES AND RELATED SYSTEMS. PART 3. PRACTICAL APPLICATIONS

V. A. Bazhenov; A. I. Gulyar; E. E. Maiboroda

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SEMIANALYTIC FINITE-ELEMENT METHOD IN CONTINUUM CREEP FRACTURE MECHANICS PROBLEMS FOR COMPLEX-SHAPED SPATIAL BODIES AND RELATED SYSTEMS. PART 3. PRACTICAL APPLICATIONS

机译：复杂形状空间体和相关系统的连续蠕变断裂力学问题的半解析有限元方法。第3部分。实际应用

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We use the developed procedure of solving 3D problems of continuum creep-fracture mechanic to solve practical problems of power machine building. We define mechanisms of the creep process in spatial complex-shaped bodies.

机译：我们使用已开发的解决连续蠕变断裂力学的3D问题的程序来解决动力机械制造的实际问题。我们定义空间复杂形状物体中蠕变过程的机制。

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《Strength of Materials》 |2003年第1期|共7页
作者
V. A. Bazhenov; A. I. Gulyar; E. E. Maiboroda;
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正文语种 eng
中图分类工程材料学;
关键词
3D problems; continuum fracture; creep.;

机译：3D问题;连续性骨折;蠕变。;

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1. SEMIANALYTIC FINITE-ELEMENT METHOD IN CONTINUUM CREEP FRACTURE MECHANICS PROBLEMS FOR COMPLEX-SHAPED SPATIAL BODIES AND RELATED SYSTEMS. PART 3. PRACTICAL APPLICATIONS [J] . V. A. Bazhenov, A. I. Gulyar, E. E. Maiboroda Strength of Materials . 2003,第1期

机译：复杂形状空间体和相关系统的连续蠕变断裂力学问题的半解析有限元方法。第3部分。实际应用
2. SEMIANALYTIC FINITE-ELEMENT METHOD IN CONTINUUM CREEP FRACTURE MECHANICS PROBLEMS FOR COMPLEX-SHAPED SPATIAL BODIES AND RELATED SYSTEMS [J] . V. A. Bazhenov, A. I. Gulyar, E. E. Maiboroda Strength of Materials . 2002,第6期

机译：复杂形状空间体和相关系统的连续蠕变断裂力学问题的半解析有限元方法
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机译：CaREs /蠕变的确定性和概率蠕变和蠕变断裂增强：用连续损伤力学和有限元法预测陶瓷结构的多轴蠕变寿命

SEMIANALYTIC FINITE-ELEMENT METHOD IN CONTINUUM CREEP FRACTURE MECHANICS PROBLEMS FOR COMPLEX-SHAPED SPATIAL BODIES AND RELATED SYSTEMS. PART 3. PRACTICAL APPLICATIONS

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