Algorithm for Calculating Reliability of Single Linear Section of Steel Underground Pipeline

可靠性(半导体) 管道运输 管道(软件) 块(置换群论) 可靠性工程 工程类 点(几何) 计算机科学 结构工程 机械工程 数学 物理 量子力学 功率(物理) 几何学
作者
N. V. Strutsky,В. Н. Романюк
出处
期刊:Nauka i Tehnika [Belarusian National Technical University]
卷期号:22 (6): 519-529 被引量:1
标识
DOI:10.21122/2227-1031-2023-22-6-519-529
摘要

One of the most widespread technical systems in the world is underground steel pipeline communications (heat pipelines, main and distribution oil and gas pipelines, etc.). Accordingly, reliability assessment of such technical systems and their components is of great theoretical and practical interest. At the modern level of development, reliability calculation has become a mandatory stage in the design and diagnostics (during operation) of any technical systems in ge-neral, and in particular pipeline systems. A reliable calculation, either explicitly or implicitly, is always based on the model of the object being calculated. It is the adequacy of the model to the real physical relations and processes inside the technical object that determines the accuracy and practical value of calculation methods. It is proposed to consider a single linear section of an underground steel pipeline as a complex technical system of unequal elements from the point of view of reliability – the main element (steel pipe) and auxiliary protective elements combined into subsystems (blocks). The algorithm for calculating the reliability of the object is based on the method of block diagrams, taking into account the influence of the aftereffect of the failure of an auxiliary element (elements) on the reliability parameters of the main element, which more adequately reflects the specific features of the design and operation of steel pipelines compared with the applied static models. The variants of structural design of a steel underground gas pipeline with a protective insulation coating and with complex corrosion protection (insulation and electrochemical protection) are considered, for which refined formulas are obtained for calculating the main reliability (failure-free) indicators.

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