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首页> 外文期刊>Acta Technica CSAV >NONLINEAR STRESS-STRAIN BEHAVIOR OF PLASMA SPRAYED CERAMIC COATINGS
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NONLINEAR STRESS-STRAIN BEHAVIOR OF PLASMA SPRAYED CERAMIC COATINGS

机译:等离子体喷涂陶瓷涂层的非线性应力-应变行为

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Stress-strain curves of selected plasma-sprayed ceramic coatings were measured by the four-point bending method, with the coating deposited on the compressive or tensile side of the substrate. Uniaxial stress σ and deformation ε in the central plane of the coating were determined. For deformations |ε| < 0.1% Young's moduli can be considered constant and were found to be from 18 to 52 GPa. For deformations 0.1% < |ε| < 0.4% the measured curves show that Young's modulus increases with the compressive deformation and decreases with the tensile deformation. The contribution of intrasplat microcracks to the nonlinearity is discussed. In tensile loading, microcracks are opening and Young's modulus is decreasing whereas in compression closing of microcracks leads to increase in Young's modulus. Two-parametric equation containing linear and quadratic term was successfully used to describe the nonlinear stress-strain curves of plasma sprayed ceramic coatings.
机译:通过四点弯曲法测量选定的等离子喷涂陶瓷涂层的应力-应变曲线,涂层沉积在基材的压缩或拉伸面上。确定了涂层中心平面中的单轴应力σ和变形ε。对于变形|ε|小于0.1%的杨氏模量可以认为是恒定的,并且发现其为18至52 GPa。对于变形0.1%<|ε| <0.4%,测量曲线表明,杨氏模量随压缩变形而增加,而随拉伸变形而减少。讨论了板内微裂纹对非线性的贡献。在拉伸载荷下,微裂纹打开,杨氏模量下降,而在压缩闭合时,微裂纹导致杨氏模量增加。成功地使用包含线性和二次项的两参数方程来描述等离子喷涂陶瓷涂层的非线性应力-应变曲线。

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