1) rectangular band pass
矩形带通
1.
The rectangular band pass reflection hologram (RBRH) which has high diffraction efficiency in a wide bandwidth Δ λ p (about 10 nm to 20 nm), has some particular significances in the applications of reflection hologram.
矩形带通反射全息在一定带宽内(约10~20nm)具有极高的衍射效率,在反射全息的应用中具有特殊的意义。
2) rectangular band
矩形带
1.
This paper proves some important properties of rectangular biordered set and shows relations between rectangular band and its idempotent set which is a rectangular biordered set.
本文从研究矩形的双序集性质入手,推导出矩形带半群与它的幂等元双序集,即矩形的双序集之间的一些重要关系。
2.
In this paper, the intersection between subhand eBe and the rectangular bands of hand B is studied, and the division of rectangular band is presented.
主要讨论了带B的子带eBe与带的各矩形带的相交情况和对各矩形带的划分。
3.
In this paper we disscuss Hall semi-group WS of strong semilattice of rectangular band of one class semilattice.
本文讨论一类半格的矩形带的强半格的Hall半群WS,得出WS的元素形式和乘法公式。
3) rectangular slice
矩形条带
1.
Study on video coding efficiency with FMO rectangular slice;
FMO矩形条带对视频编码效率影响的研究
2.
A combination of predictors for motion vector and rectangular slices based FMO is proposed for the error resiliency.
本文介绍了FMO技术的特点和7种映射模式,并结合运动矢量中值预测和一种基于FMO的矩形条带组合方式,有效地解决了编码效率和误码掩藏之间的矛盾。
4) strip matrices
带形矩阵
5) bi-rectangular band
双矩形带
1.
This paper investigates the multiplicative band semirings whose additive reduct are semilattices,by using the Green-D relation and gets the results of multiplicative band semirings,It proves that the D+-calsses of multiplicative band semirings are bi-rectangular bands.
研究了半格簇中的乘法带半环;利用Green-D关系,给出了乘法带半环的若干性质,证明了乘法带半环的D+-类一定是双矩形带,进一步得到了乘法带半环簇。
2.
The multiplicative band semirings in additive semilattices and bi-rectangular bands are studied,and Mal cev decomposition formula and equivalent characterization of R··D are obtaine
研究了加法半格簇■l和双矩形带簇BR中的乘法带半环;从Green-■的关系出发,给出了■·D的Malcev分解式,得到了■·D的等价刻画。
6) Γ-rectangular band
Γ-矩形带
1.
Γ-band,Γ-rectangular band and Γ-semilattice are introduced to Γ-semigroup in this paper.
在Γ-半群中引入Γ-带、Γ-矩形带和Γ-半格等概念,获得了一个元的逆元集的分解定理和Γ-带的Γ-半格分解定理,它们分别类似于一般半群中逆元集的分解定理和著名的带的半格分解定理。
补充资料:光谱通带
分子式:
CAS号:
性质: 又称单色仪的光谱通带或带宽。指单色仪出射狭缝的辐射波长区间宽度。如出射狭缝为S(mm),单色仪的倒线色散率为D(nm/mm),则光谱通带Δλ=D×S(nm)。
CAS号:
性质: 又称单色仪的光谱通带或带宽。指单色仪出射狭缝的辐射波长区间宽度。如出射狭缝为S(mm),单色仪的倒线色散率为D(nm/mm),则光谱通带Δλ=D×S(nm)。
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