蠕动
材料科学
压力(语言学)
应力场
领域(数学)
复合材料
有限元法
机械
传热
温度梯度
最高温度
边值问题
热力学
物理
气象学
哲学
量子力学
语言学
纯数学
数学
作者
Dongxu Zhang,Haobo Yu,Menghui Lv,Jiapo Wang,Zhixun Wen
标识
DOI:10.1016/j.ijpvp.2023.105099
摘要
This paper investigates the creep damage of film cooling holes with varying ellipticity within complex temperature fields. The temperature field, derived through the conjugate heat transfer method, serves as a boundary condition for crystal plastic finite element simulations. We discovered that film hole patterns with an ellipticity (λ) of ≤0.5 exhibit superior cooling effectiveness, particularly at a blowing ratio (B) of 1.0. For λ = 0.5, these holes demonstrate exceptional cooling effectiveness and mechanical properties. Reducing the ellipticity of film holes induces a shift in the high-stress region around the hole, subsequently diminishing stress concentration on the acute side of the hole. Moreover, the temperature difference between the edges on both sides of the hole perimeter and the upstream zone on the high-temperature surface for hole patterns with λ ≤ 0.5 introduces additional stress concentrations, with a significant temperature difference causing creep damage in this region.
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