1) add-on rule
加成规律
2) law of increasing cost
成本增加规律
3) summation rule
叠加规律
1.
Based on the explanation of the property and summation rule of finite rotation,the corresponding formulae of the variation of the axis of rotation is deduced.
阐明了有限转动的特点和叠加规律,在此基础上推导了转轴的变分规律并具体应用于文《曲壳有限变形研究之一:理论及有限元列式》(见:詹福良,李明瑞。
4) loading rule
加载规律
1.
Using the technique of collocated grid,a numerical method of two dimensional incompressible SIMPLEC algorithm in general curvilinear coordinates is adopted to calculate the turbulence flow in the vane channels of centrifugal compressors with four typical loading rules,including former-loading,later-loading,uniform-loading and middle-loading.
在非正交曲线坐标系下,运用基于同位网格技术的二维不可压SIMPLEC算法,对4种典型加载规律(前加载、后加载、中间加载和均匀加载)下,离心叶轮流道内的湍流流场进行了数值模拟,得到出口落后角和滑移系数,并以此为依据分析了各种加载规律的加功性能,得出了中间加载和均匀加载规律优于其它加载规律,适合用于离心压缩机叶轮的结论。
5) metallogenic regularity
成矿规律
1.
Discovery of cryptoexplosive breccia in Nanjinshan gold deposit of Beishan area,Gansu Province and study of metallogenic regularity;
甘肃北山地区南金山金矿床隐爆角砾岩体的发现及成矿规律研究
2.
Exploration on metallogenic regularity of gold-antimony deposit in Mazhala,south Tibet;
西藏南部马扎拉金锑矿成矿规律初探
3.
Geological characteristics and metallogenic regularity of underground brine ore in coastal areas of Weifang,Shandong Province;
山东潍坊沿海地下卤水矿地质特征及成矿规律
6) reservoir-forming rule
成藏规律
1.
Gas reservoir type and reservoir-forming rule of Huagou gas field;
花沟气田气藏类型及成藏规律
2.
Based on the study of the reservoir-forming rule, it is considered that the degree, of prospecting is still very low.
成藏规律研究认为,目前该区勘探程度仍然很低,位于生油坳陷边缘的五里湾—杏河—侯市—王窑一带及其西南,由于储层物性好,油层含水低,开发效果好,为近期勘探开发的主要目标区;杨米涧—青阳岔一带由于成藏条件较差,为远景勘探目标区。
3.
Based on the analysis of exploration wells information,seismic data and typical reservoir,the development features of unconformity structure,action of the unconformity to reservoir forming,and reservoir-forming rules and fine description method of unconformity traps in Jiyang Depression were researched.
基于探井与地震资料分析、典型油藏解剖等,研究了济阳坳陷不整合结构发育特征,探讨了不整合对油气成藏的作用,阐明了不整合圈闭油气成藏规律,建立了不整合圈闭精细描述方法。
补充资料:加成-氧化加成
分子式:
CAS号:
性质: 反应基质分子在配位不饱和的过渡金属络合物上配位,从而使其活化,是进行络合催化反应的必要步骤。配位不饱和的络合物增加配位体的反应称为加成反应。可表示为:L4M+XF←←L4MX(X为CO或烯烃);过渡金属络合物的配位体数和中心金属氧化数同时增加的加成反应,称为氧化加成反应,其反应式可表示为:L4Mn++X-Y←→L4M(n+2)+XY
CAS号:
性质: 反应基质分子在配位不饱和的过渡金属络合物上配位,从而使其活化,是进行络合催化反应的必要步骤。配位不饱和的络合物增加配位体的反应称为加成反应。可表示为:L4M+XF←←L4MX(X为CO或烯烃);过渡金属络合物的配位体数和中心金属氧化数同时增加的加成反应,称为氧化加成反应,其反应式可表示为:L4Mn++X-Y←→L4M(n+2)+XY
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