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Effect of solidification cooling rate on microstructure and tribology characteristics of Zn-4Si alloy
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作者 f.akbari M.Golkaram +5 位作者 S.Beyrami G.Shirazi K.Mantashloo R.Taghiabadi M.Saghafi Yazdi I.Ansarian 《International Journal of Minerals,Metallurgy and Materials》 SCIE EI CAS CSCD 2024年第2期362-373,共12页
The main objective of this work was to modify the microstructure and enhance the tribological properties of a new Zn-4Si al-loy through a high solidification cooling rate(SCR).According to the results,by increasing th... The main objective of this work was to modify the microstructure and enhance the tribological properties of a new Zn-4Si al-loy through a high solidification cooling rate(SCR).According to the results,by increasing the SCR from 2.0 to 59.5℃/s the average size of primary Si particles and that of the grains reduced from 76.1 and 3780μm to less than about 14.6 and 460μm,respectively.Augment-ing the SCR also enhanced the microstructural homogeneity,decreased the porosity content(by 50%),and increased the matrix hardness(by 36%).These microstructural changes enhanced the tribological behavior.For instance,under the applied pressure of 0.5 MPa,an in-crease in the SCR from 2.0 to 59.5℃/s decreased the wear rate and the average friction coefficient of the alloy by 57%and 23%,respect-ively.The wear mechanism was also changed from the severe delamination,adhesion,and abrasion in the slowly-cooled alloy to the mild tribolayer delamination/abrasion in the high-cooling-rate-solidified sample. 展开更多
关键词 zinc-silicon alloy primary silicon solidification cooling rate TRIBOLOGY sliding wear
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非对称格林函数的指数梯度横向各向同性基体涂层系统(英文)
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作者 f.akbari A.Khojasteh M.Rahimian 《Journal of Central South University》 SCIE EI CAS CSCD 2018年第1期169-184,共16页
通过研究一组完整的两个位移势,推导了指数梯度横向各向同性基体涂层系统弹性静力学格林函数的解析式。以线积分的形式表示三维点荷载和片荷载格林函数的应力和位移。该公式基于傅里叶级数和汉克尔变换,包括一组完整的转换应力-位移和位... 通过研究一组完整的两个位移势,推导了指数梯度横向各向同性基体涂层系统弹性静力学格林函数的解析式。以线积分的形式表示三维点荷载和片荷载格林函数的应力和位移。该公式基于傅里叶级数和汉克尔变换,包括一组完整的转换应力-位移和位移-位势关系。为了便于说明,格林函数被简化为特殊情况,如指数级半空间和均匀双层半空间格林函数。由于被积函数的复杂性,对积分进行了数值计算,并且针对积分的数值计算,提出了一个强有力有效的方法,该方法考虑了积分奇点存在的情况。对现有的均匀双层各向同性和各向同性的半空间数值解进行比较,以确定本方案的准确性。通过典型的数值分析的例子,展示了指数梯度双层半空间格林函数的一般特征,据此可以识别材料性能变化程度。 展开更多
关键词 功能梯度材料 横向各向同性 双材料 格林函数 涂层-基体 位移势
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