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OPTIMAL DESIGN OF STRETCHERS POSITIONS OF MORTISE AND TENON JOINT CHAIR

机译:担担性榫接和榫关联椅的最佳设计

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摘要

The chair joined by oval mortise-and-tenon was taken as a case. Then influences of two adjacent sides (side A and side B) stretcher positions on mechanical properties of chairs, including ultimate loading capacity, stiffness and strain distributions, were investigated through using experimental and numerical methods. Firstly, two factors and three levels experiments were conducted and analyzed by Finite Element Method (FEM). The results showed that ultimate loading capacity of chairs decreased firstly and then increased with the growth of the height of stretchers positions. In addition, the stress concentration occurred at middle of side rails and joints of side rails, especially at the side B, while the stress at the middle of the leg was minimum. Besides, the higher the stretcher position of the side A was, the more harmonious the stress distributions of chair was, and the higher ultimate loading capacity and stiffness were. Moreover, the results of FEM were well consistence with those of experiments, and the errors were within 10%. Secondly, two factors and five levels numerical analysis was conducted to optimize the stretcher positions of chair by the FEM, and the results showed more boadly that the best stretchers positions of chair owning the highest loading capacity was not the only one. Finally, the relationship between ultimate loading capacity and stretcher positions was generated by using the response surface method, and the correlation coefficient was nearly 88%.
机译:由椭圆形榫眼和榫头加入的椅子是如此。然后通过使用实验和数值方法研究两个相邻侧面(侧面A和侧B)担架上的椅子上的机械性能,包括最终的负载能力,刚度和应变分布。首先,通过有限元方法(FEM)进行两种因素和三个水平实验。结果表明,椅子的最终负载能力首先下降,然后随着担架位置的高度的生长而增加。另外,应力集中在侧轨的中间发生,尤其是在侧面B处,而腿部中间的应力最小。此外,侧面A的担架位置越高,椅子的应力分布越和谐,较高的最终的负载能力和刚度是。此外,有限元的结果与实验结果良好,并且误差在10%以内。其次,进行了两个因素和五个层次的数值分析,以优化了FEM的担架位置,结果表明,椅子拥有最高负载能力的最佳担架位置不是唯一的宠物。最后,通过使用响应表面方法产生最终负载能力和担架位置之间的关系,相关系数接近88%。

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