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1)  lateral concave-convex
侧向凹凸
1.
The fire extinguisher booth has lateral concave-convex vertical the parting surface,in the ordinary circumstances,the injection mold need side core-pulling mechanism,but regarding this part,using the elastic forcefully ejection,designed no side core-pulling mechanism,the manufacture is easy,and cost is reduced.
一般情况下看,塑件带有与分型面垂直的侧向凹凸的特征,成型的注射模需作成带侧向抽芯结构的复杂模具,但对于灭火器卡座塑件,利用开口及弹性强行脱模,设计出不用侧抽芯机构的模具,制造容易,可降低成本。
2)  lateral uplift
侧向凸起
1.
Through designing the injection mold with 16-cavity for the inner cork of oil bottle, the ejection method of the plastic part with lateral uplift was introduced.
通过对1模16腔的橄榄油瓶塞注射模的设计,介绍了带有侧向凸起的塑件的脱模方式。
2.
The demoulding method of the plastic part with lateral uplift was introduced.
通过对1模16腔的橄榄油瓶盖注射模的设计,着重介绍了带有侧向凸起的塑件的脱模方式。
3)  left side steer cam
左侧转向凸轮
4)  right side steer cam
右侧转向凸轮
5)  bumpy road
凸凹
1.
Analysis of elderly people s discrimination capability on bumpy roads;
老年人路况凸凹识别能力的检测与分析
6)  concave-convex
凹凸
1.
The concave-convex property of a surface is one of the important and classical issues in differential geometry.
曲面的凹凸是微分几何学中的经典问题之一,划分出曲面上不同的凹凸区域,对于研究曲面的凹凸以及其他性质是一件很有意义的工作。
2.
This article present the continuity,differentiability,monotonicity,concave-convex,parity and periodicity of the function netermined by the definite integral of variable upper limit and variable lower limit,establishes the sufficient and necessary requirements of functional convex and integrability of derived function by using the definite integral of variable upper limit.
给出了变上限与变下限定积分所确定函数的连续性、可微性、单调性、凹凸性、奇偶性、周期性,利用变上限定积分建立了函数凸及导函数可积的充分必要条件。
3.
Some definitions and discriminating methods have been given on the monotonicity,extreme value,concave-convex and inflection points of the curve r=r(θ).
研究了极坐标系中曲线r =r(θ)的切线、法线、渐近线方程 ,给出了r =r(θ)的单调性、极值、凹凸、拐点的定义和判别法 ,从而解决了《数学分析》中未曾解决的极坐标方程所表示的曲线的作图问
补充资料:侧向思维


侧向思维
sideway thinking

  侧向思维(sjdeway rhinking)利用“局外”信息的启示,从而发现问题的思维方法。英国医生德博诺把这种思维同人眼睛的侧视相类比,称为“侧向思维”。阿基米德解开“皇冠之谜”就是受洗澡时澡盆溢水的启示。坚定不移的研究目标、梦寐以求的悬念、苦思冥想的钻研精神等是侧向思维户生的条件。 淮们撰吴万直宙、
  
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