1) Granoreticella
圆球藻
2) Chlorella ellipsoidea
椭圆小球藻
1.
Inhibiting Effect of Chlorella ellipsoidea on Growth of Microcystis aeruginosa Through Competing for Nutrients.;
一株椭圆小球藻对微囊藻生长的竞争抑制研究
2.
Tolerance of Chlorella ellipsoidea and Its Removal of Heavy Metals;
椭圆小球藻(Chlorella ellipsoidea)对4种重金属的耐受性及富集
3.
Expression of Rabbit Neutrophile Peptide-1 in Nitrate Reductase-deficient Mutant of Chlorella ellipsoidea;
利用椭圆小球藻硝酸还原酶缺失突变体为生物反应器表达兔防御素NP-1蛋白
3) Thalassiosira rotula
圆海链藻
1.
Development of a real-time PCR method for rapid detection of Thalassiosira rotula;
赤潮研究中圆海链藻实时荧光定量PCR检测方法的建立
2.
A double specific probe assay was applied to detect and quantify Thalassiosira rotula,a common species of harmful algae bloom,in which a set of oligonucleotide probes targeting 18S rRNA was used.
设计了一套圆海链藻(Thalassiosira rotula)特异性探针,运用双特异分子探针技术,对圆海链藻(Thalassiosira rotula)进行了定性定量检测。
4) padina arboresoens
圆扁藻
5) Coscinodiscus
圆筛藻
1.
Morphological Characteristics Comparisons Between Thalassiosira and Coscinodiscus
海链藻(Thalassiosira)与圆筛藻(Coscinodiscus)的形态学比较研究
6) sphere
[英][sfɪə(r)] [美][sfɪr]
圆球
1.
Diagraming the characteristic points on the intersection lines between a sphere and a cone by means of the method of anxiliary sphere;
用辅助球面法求圆球和圆锥相贯线上特殊点
2.
The contact melting processes of phase change material(the ice) under a sphere,which is driven by the temperature difference ΔT and pressure difference Δp,are investigated.
分析了圆球下的冰在压力与温差共同作用下产生的熔化过程。
3.
Based on the flow pattern stniccure obtained from free flight experiments, a method of solving the low supersonic, high Revnolds numbers separated flow problem is proposed in this paper by which the inviscid region of the afterbody flowfield of a sphere has been simulated numerically.
本文根据圆球跨声速自由飞行实验的流谱结构,建立了低超声速圆球分离流动的流动模型,它成功地计算了考虑粘性分离影响的圆球绕流的后体流场。
补充资料：圆球度
分子式：
CAS号：
性质：表示非球形颗粒的形状与球形的差异，又称为形状系数(shape factor)，一般用符号φs，表示。圆球度是与颗粒体积相等的圆球的外表面Ss与颗粒的外表面积Sp之比，即φs=Ss/Sp。由于非球形颗粒的外表面积Sp一定大于等体积圆球的外表面积SS，因此φs≤1。φs值愈小，说明颗粒的形状与圆球的差异愈大。
CAS号：
性质：表示非球形颗粒的形状与球形的差异，又称为形状系数(shape factor)，一般用符号φs，表示。圆球度是与颗粒体积相等的圆球的外表面Ss与颗粒的外表面积Sp之比，即φs=Ss/Sp。由于非球形颗粒的外表面积Sp一定大于等体积圆球的外表面积SS，因此φs≤1。φs值愈小，说明颗粒的形状与圆球的差异愈大。
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