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1)  Flange girth bending angle
翼缘弯曲角
2)  boom angle
翼缘角钢
3)  upper flange buckling
上翼缘屈曲
4)  bottom flange buckling
下翼缘屈曲
1.
The bottom flange buckling happened at the bottom flange near the connection regardless of simply supported connection or rigid connection.
简支组合梁和连续组合梁均发生了下翼缘屈曲,下翼缘屈曲是组合梁轴力由压力向拉力的转折点。
5)  bending angle
弯曲角度
1.
Based on the proposed model with known temperature distributions,the bending angle induced by the laser can be calculated.
基于传统固体力学的平衡方程和相容性关系,同时考虑了板料激光成形中加热阶段的塑性变形和冷却过程的弹性变形,利用已有的激光扫描温度分布模型,建立了板料成形弯曲角度的解析模型。
2.
Special incline is not usually main function plane of pressing, its external shape size and bending angle are not dimensioned directly in 2D part drawing;the data needs calculating.
特殊斜面在冲压件中通常不是主要功用面,在二维零件图中,一般不会直接标注特殊斜面的外形尺寸及其弯曲角度,需要自行设法计算得到数据。
3.
In the experiment it has been found that: when the thickness and length of the sheet metal is invariable, the bending angle increases with the sheet width increasing, and it tends to a fixed value when the sheet width is large enough.
当板厚、板长一定时采用不同宽度的1Cr18Ni9Ti薄板进行等离子电弧弯曲成形的试验,试验发现:随着薄板宽度的增长,薄板弯曲角度增大,当板宽的增大到一定值时,薄板弯曲角度趋于定值。
6)  bending angle
弯曲角
1.
This paper analyses the influence factors of a critical bending angle of cold bend structural steel under the influence of modulus of elasticity, legged length, and waisted width and thickness of the plate, limits of strength and elasticity.
计算、分析了带村弹性模量、槽钢腿部长度、腰部宽度、厚度、强度极限和弹性极限对冷弯型槽钢临界弯曲角的影响,其结果对提高产品质量、降低生产成本有参考价值。
2.
The effects of process parameters(laser power,scanning velocity,number of scannings) and work piece geometry(specimen width) on the bending angle were investigated,then the experimental phenomenon was analyzed.
实验结果表明,采用CO2连续激光可以对硼硅酸盐玻璃薄片进行弯曲加工,弯曲角度可达24°以上。
3.
By using Monte-Carlo method,defining two dimensionless quantities including relative mean value deviation factor and variation factor,the variability of calculation results for bending angles is researched,in the conditions of the geometric parameters,material thermophysical properties parameters and laser machining parameters occurring stochastic variability.
采用Monte-Carlo方法,定义相对均差系数、变异系数两个无量纲量,研究当几何参数、材料热物性参数、激光加工参数存在随机变异时,金属激光弯曲成形过程弯曲角计算结果的变异性。
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