1) Roberts orthogonality
Roberts正交
1.
In this paper we carefully investigated some relationships between Birkhoff orthogonality duality map, and isosceles orthogonality, pythagorean orthogonality, and Roberts orthogonality, some characteristics of inner product spaces are also given.
讨论了Birkhoff正交性与对偶映射、等腰正交性、勾股正交性和Roberts正交性之间联 系,给出了内积空间的特征性质。
2) Roberts method
Roberts法
1.
Comparison of RP-HPLC and Roberts method on theaflavins quantitation;
Roberts法和RP-HPLC法测定茶黄素的比较研究
3) Roberts mechanism
Roberts机构
1.
By analyzing the pseudo-rigid-body model of a Roberts mechanism,the location of point P was optimized to maximize the straight-line distance.
由于单个Roberts机构只能提供点的直线运动,所以将两个Roberts机构并联得到一个柔性导向机构。
4) Barrodale-Roberts algorithm
Barrodale-Roberts算法
1.
Based on the regularity of interconversion of different chemical components in the dam foundation water-rock interaction system,an inverse hydrogeochemical model for simulating dam foundation ageing was established,and the Barrodale-Roberts algorithm was adopted to solve the model.
根据不同化学组分在坝基岩水系统中的相互转化规律,建立了坝基老化的反向水文地球化学模型,利用Barrodale-Roberts算法对模型进行求解,计算给定随机误差极限范围内不同坝基渗漏量条件下的坝基岩土体与地下水溶液间的物质交换量及其变化范围。
5) Roberts operator
Roberts算子
6) Roberts gradient
Roberts梯度
1.
Auto-focusing algorithm based on Roberts gradient;
基于Roberts梯度的自动聚焦算法
补充资料：Roberts’ relation
分子式：
CAS号：
性质：是计算沉降过程中压缩脱水阶段的经验公式。1949年E. J. Roberts提出，设压缩脱水开始时间tc(s)和沉降终结时间t∞(s)时的浓缩悬浮液的稀释度分别为Dc和D∞(kg液体/kg固体)，由悬浮液性质确定的实验常数为K(1/s)，则任意时间t(tc<t<t∞)的浓缩悬浮液的稀释度D由下式确定：(D-D∞)/(Dc-D∞)=e-k(t-tc)
CAS号：
性质：是计算沉降过程中压缩脱水阶段的经验公式。1949年E. J. Roberts提出，设压缩脱水开始时间tc(s)和沉降终结时间t∞(s)时的浓缩悬浮液的稀释度分别为Dc和D∞(kg液体/kg固体)，由悬浮液性质确定的实验常数为K(1/s)，则任意时间t(tc<t<t∞)的浓缩悬浮液的稀释度D由下式确定：(D-D∞)/(Dc-D∞)=e-k(t-tc)
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