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EVALUATION OF MULTIPLE CRACK PROPAGATION BEHAVIOR IN A GAS TURBINE BLADE UNDER THERMAL FATIGUE CONDITION

机译:热疲劳条件下燃气轮机叶片多裂纹扩展行为的评估

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Frequent start-stop operation of a gas turbine sometimes causes coating cracks on the surface of the first stage blades. Since the coating cracks tend to propagate into the substrate, accurate prediction of crack propagation behavior is important to make a reasonable judgment for the repair or replacement of blades. This paper describes the development of a crack propagation prediction methodology for first stage blades, which includes evaluation of the stress intensity factor K, and estimation of temperature distribution and stress distribution between the outer surface and the inner cooling hole of blades. Since the coating cracks of blades reveal themselves as multiple parallel cracks with narrow intervals, a primary concern was directed to establish evaluation method of K values of multiple parallel cracks. For this purpose, a series of finite element analyses were performed for multiple edge cracked plate with finite width subjected to a crack face pressure expressed as σ = σ_n(x/W)~n, where x is a distance from the mouth of the crack and σ_n is the stress at plate surface (x = W). The result was used to make approximate equations for the influence coefficient G_n , defined as K = G_nσ_n (a / W)~n (πa)~(1/2), where a is a crack length. Temperature distribution was evaluated by observation of microstructure (gamma prime phase) change of a first stage blade used in a power plant for more than 20,000 hrs. Thermal stress distribution was calculated by finite element analysis using the evaluated temperature distribution. These results and the approximate equation of G_n were used to evaluate the crack propagation behavior of the blade surface, together with the fatigue crack propagation data of blade material that had been obtained in other studies.
机译:燃气轮机的频繁启动-停止操作有时会在第一级叶片的表面上引起涂层裂纹。由于涂层裂纹倾向于扩散到基材中,因此,准确预测裂纹扩展行为对于做出合理的刀片维修或更换判断至关重要。本文描述了用于第一级叶片的裂纹扩展预测方法的发展,该方法包括评估应力强度因子K以及评估叶片外表面和内部冷却孔之间的温度分布和应力分布。由于叶片的涂层裂纹以狭窄的间隔显示为多个平行裂纹,因此主要目的是建立多个平行裂纹的K值的评估方法。为此,对有限宽度的多边缘开裂板进行一系列有限元分析,其开裂面压力表示为σ=σ_n(x / W)〜n,其中x是距裂纹口的距离σ_n是板表面的应力(x = W)。该结果用于为影响系数G_n制定近似方程,定义为K =G_nσ_n(a / W)〜n(πa)〜(1/2),其中a为裂纹长度。通过观察发电厂中超过20,000小时的一级叶片的微观结构(γ初生相)变化来评估温度分布。使用评估的温度分布通过有限元分析来计算热应力分布。这些结果和G_n的近似方程用于评估叶片表面的裂纹扩展行为,以及在其他研究中获得的叶片材料的疲劳裂纹扩展数据。

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