1) triangular error
三角误差
2) error triangle
误差三角形
1.
The geometric midlines of error triangles or gaps between Tresca and Twin shear stress yield loci on π -plane were linked up together to form a third yield locus which reflects a new yield criterion called GM(geometric midline) yield criterion in Haigh Westergaard stress space.
在π平面上,取Tresca屈服轨迹与双剪应力屈服轨迹之间误差三角形的几何中线确定新的屈服轨迹,建立了该轨迹在HaighWestergaard应力空间上的应力方程,称此方程为几何中线屈服方程或简称GM屈服准则·证明了单位塑性功率表达式及其对Mises圆的逼近精度·精度分析与算例表明该准则与Mises准则的最大误差不超过2 9%,平均误差仅为0 95%,比MY(平均屈服)准则的逼近精度提高1%,且它是线性的,其轨迹为与Mises屈服轨迹相交的等边非等角十二边形·该准则的单位体积塑性功率表达式也是线性的
3) error triangle
船位误差三角形
4) Angle error
角度误差
1.
The angle errors between the sight of target and the optical axial of a laser seeker characterizing the interactional effect, al.
用所记录的目标视线和系统光轴角误差数据表征相互作用效应,说明高重频激光压制干扰与激光制导系统相互作用效应表现为激光导引头的信息处理机制被破坏,不能正常给出的水平、俯仰角度误差信息,但这种破坏在压制干扰消除后即刻消除。
2.
In order to simplify the calculation,we often intentionally neglect the angle error and assume the angle variable to be constant,which will adversely affect the precision of the solution.
应用全微分概念,不忽略角度误差的影响,解平面尺寸链,概念清晰,计算准确,分析了角度误差在平面尺寸链中的作用。
3.
It is concluded that the angle error has no impact on the detection results and the profile errors of the two refraction surfaces have little effect,but the profile errors of the two reflection surfaces have great influence on the detection.
分析了五棱镜加工的角度误差及面形误差对检测结果的影响,得出了五棱镜角度误差不影响检测结果,2个折射面的面形误差对检测结果的影响较小,2个反射面的面形误差对检测结果影响最大的结论。
5) Corner Error
拐角误差
1.
Analysis of Corner Error in WEDM;
线切割加工中拐角误差的分析
补充资料：算术三角形
算术三角形
arithmetic triangle
算术三角形lari血metic州angle;.，呻Merl护长。.‘T叫-ro几‘“以) 同PasCa】三角形(Pas以1 triangle)
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条