期刊文献+
共找到2篇文章
< 1 >
每页显示 20 50 100
316SUS/ZrO_2复合材料的性能初探
1
作者 刘挺 《新疆有色金属》 2011年第6期50-52,共3页
金属/陶瓷复合材料是一种由金属或合金与陶瓷组成的非均质材料,既保持有陶瓷的高强度、高硬度、耐高温、抗氧化等特性,又有较好的金属韧性,可作为工具材料和结构材料。本文以316不锈钢丝和ZrO 2粉为原料,采用流延法制备316SU S/ZrO 2复... 金属/陶瓷复合材料是一种由金属或合金与陶瓷组成的非均质材料,既保持有陶瓷的高强度、高硬度、耐高温、抗氧化等特性,又有较好的金属韧性,可作为工具材料和结构材料。本文以316不锈钢丝和ZrO 2粉为原料,采用流延法制备316SU S/ZrO 2复合材料,讨论了316不锈钢丝对ZrO 2基复合材料性能的影响。观察了试样裂纹和断面的微观形貌,对比了复合材料和纯陶瓷材料的弯曲强度和断裂方式。 展开更多
关键词 复合材料 316sus/zro2 流延法
在线阅读 下载PDF
Prestress Design of Stainless Steel Fibers/Zirconia Composite by Tape Casting
2
作者 赵康 《Journal of Wuhan University of Technology(Materials Science)》 SCIE EI CAS 2010年第4期565-569,共5页
Prestressed SUS316 fibers/ZrO2 composite was fabricated using tape casting. Causes of cracks were analyzed by classical thermo-elastic theory and finite element method in preparation process. An optimization design wa... Prestressed SUS316 fibers/ZrO2 composite was fabricated using tape casting. Causes of cracks were analyzed by classical thermo-elastic theory and finite element method in preparation process. An optimization design was carried out on SUS316 fibers’ arrangement modes by reducing residual thermal stress. Interface topography and element distribution of composite were observed, and bending strengths were tested. Results show that cracks are generated along the direction vertical to SUS316 fibers by axial thermal stress due to different thermal expansion coefficients between SUS316 fibers and zirconia, and the average cracking space is 2 mm. No macroscopic defect is found in composite with SUS316 fibers of sine distribution, and it has better interfacial binding force since interdiffusion between SUS316 and zirconia. Bending strengths of composite with 0°/0°lamination are anisotropic and that are 385.74 MPa and 500.7 MPa respectively, but that with 0°/90°lamination is isotropic and it is 433.92 MPa. Bending strength of composite is increased obviously compared with that of zirconia because the prestress of surface is compressive stress. 展开更多
关键词 sus316 fibers/zro2 PRESTRESS tape casting finite element bending strength
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部