1) Strain 84 FLi
84FLi株
2) strain
[英][streɪn] [美][stren]
菌株、毒株
3) strains
[英][strein] [美][stren]
菌株
1.
Isolation of strains that can transform linoleic acid to conjugated linoleic acid;
共轭亚油酸转化菌株的筛选
2.
Selection of the superior strains for fixed organic fertilizer;
生物有机肥优势发酵菌株的筛选
4) bacterial strain
菌株
1.
Isolation and identification of bacterial strains for surfactant degradation;
表面活性剂AE降解菌株的分离筛选及鉴定
2.
Study on breeding of efficient decolorizing bacterial strains for coking wastewater and optimal decolorization condition thereof
焦化废水高效脱色菌株的选育与脱色条件研究
3.
A total of 10 bacterial strains represented as from SB01 to SB10 were isolated from a petrolium-contaminated sludge,and their potential of degrading pyrene(PYR)was investigated on the substrates pyrene(MS1),pyrene plus glucose(MS2),and pyrene plus phenanthrene(MS3).
Glu与PHE对SB04和SB09降解PYR的促进作用无显著差异,而对其它各菌株而言,PHE对PYR降解的促进作用大于Glu。
5) bacterium
[英][bæk'tiəriəm] [美][bæk'tɪrɪəm]
菌株
1.
Screening of mixed oil-degrading bacterium and their biodegrodation charateristics;
降解原油混合微生物菌株的筛选及其性能
2.
Breeding of a fast retting bacterium and appraisal of retting function in hemp;
大麻快速脱胶菌株的选育与脱胶性能鉴定
3.
1,3-propanediol high production bacterium ultraviolet mutant;
1,3-丙二醇高产变异菌株的紫外诱变选育
6) plant
[英][plɑ:nt] [美][plænt]
植株
1.
The study of metals in plant samples and its error estimation with microwave digestion and ICP-AES;
微波消解ICP-AES法测定植株金属元素含量的研究
2.
The Relationships between Soluble Sugar Contents of Plant and Kernel and Dry Matter Accumulation in Different High Yielding Wheat Genotypes;
不同类型高产小麦植株、籽粒可溶性糖含量与其干物质积累的关系
3.
Definition and Calculation of Uniformity of Plant Distribution in Crops Field;
植株田间分布均匀度的定义与计算
补充资料：Schl(o)fli积分
Schl(?)fli积分
Sdifcfli integral
S山幽fli积分【S由‘目i城eg司;m月e中。““nTe印即] l)对于任意n的Bes纽函数(Bessel functions)的积分表示: ，。(·卜专李一(·。一in”，““+‘·， S川n冗 兀 0当Rez>0时，如果凡为整数，则(*)化为下列形式: ，。二不共了‘”i”。一exn子。一共、、。. 2‘十’耐一么-一丫\一4t夕一‘公式(，)是由L.SCll拍fli首先给出的(〔11). 2)U，，d沈多项式(玫罗ndrepo】扣o1钊田s)的积分表示: 尸_(:)一共，f二华二毛写一d: 2二i艺2”(t一z)”’‘一”其中C是绕z反时针方向旋转一周的围道.这个表示是由L.Sc川浏王首先给出的(【2」).【补注】对于不加限制的n值，可将Schi往fli积分化为J。(:)的第二积分表示(亦见〔A3〕，6.2(2)和(4)).Legelldre多项式的积分表示可由R汕妙es公式(Ro面gues fonnd以)推出，类似于对Jac心多项式(Jaeobipo」抑0而als)(见〔A2]，(4 .4 .6)和(4 .8 .1)).
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