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1)  valence orbital energy
价轨道能
1.
X α valence orbital energy and the density of effective bond charge)was explored.
根据量子化学理论,探讨了氢化物HnA( n = 1 ,2 ,3 ,4) 的热力学性质与量子化学 的Xα价轨道能、有效键电荷密度QA- H 的相关关系,从而提出了一个定量研究氢化物一些热力学性质与其结构之间关系的新模型;并用它计算了17 种氢化物的5 种热力学性质,计算值同实验值吻
2)  energy of va1ence orbit
价层轨道能
1.
By using the energy of va1ence orbits in the neutra1 atom and princip1es of e1ectronegativity equa1ization,a new formu1a for the ca1cu1ation of neutra1 group e1ectronegativities has been obtained: G= Π m j=1 [ Π n i=1 (-E i) n i Σ n ] m j Σ m  The group e1ectronegativities for 258 common neutra1 groups have been ca1cu1ated.
运用中性原子价层轨道能和电负性均衡原理 ,建立了一个新的计算中性基团电负性的公式 : EG=Πmj=1 [Πni=1 (-Ei)niΣn]mjΣm运用该式计算了 2 58个中性基团的电负性 ,计算结果与国内外新近的几套基团电负性颇为一致。
3)  average energy of valence orbits
价层轨道平均能
1.
It is found that the average values of average energy of valence orbits parameters defined either as an average of energy of valence orbit for cations and anions taken together or as the difference between the averages of energy of valence orbit for cations and anions taken separately concentrate in a narrow range for about 60 superconducting copper oxides.
研究了各种类型的氧化铜的高温超导电性与原子价层轨道能的关系,发现在60种氧化铜超导体中,不管是全部阳离子和阴离子的价层轨道平均能的平均值或是阳离子的价层轨道平均能的平均值与阴离子的价层轨道平均能的平均值之差都集中在一个狭窄的范围。
2.
The criterion shows that the average values of average energy of valence orbits of atom of all the oxide superconductors concentrate in a narrow range from -12.
判据指出,一切氧化物超导体的原子价层轨道平均能的平均值都在-12。
4)  valence electron orbit energy
价电子轨道能量
1.
Correlativity between the topological index ~mE of valence electron orbit energy and the acidity of inorganic hydrides
价电子轨道能量指数~mE与无机氢化物酸性的相关性
2.
The point value δi of Randic topological index was modified and topological index mE of valence electron orbit energy was thereby formed for predicting physicochemical properties of inorganic compounds.
为了预测无机物的一些理化性质,修改了Randic拓扑指数的点价值δi,构建了价电子轨道能量拓扑指 数mE。
3.
Using the valence electron orbit energy (E i) and number of valence electron shell (n i), a new connectivity topological index (mV) was proposed from δ i.
利用价电子轨道能量Ei和价电子层数ni,构建了新的原子点价δi,由点价δi构建连接性拓扑指数mV。
5)  energy of valence orbits of atom
原子价层轨道能
6)  average energy of valence orbitals
价层轨道平均能
1.
In this paper, an equation is obtained through researching the reqularity of the vibrational frequency of the Chemical bond A-H by using the average nuclear potential of the valence electrons and the average energy of valence orbitals.
本文用价层轨道平均能和价电子的平均核势来研究 A- H键振动频率的规律性 ,得出了一个关系式 ,用此公式计算振动频率的值与实验值非常接
2.
A formula to show the relationship between tlie vibrational frequency V_(X-H)and the bondlength, the average energy of valence orbitals is suggested in the present paper:The formula has been used to calculate the vibrational frequcency V_(X-H) of some familiar covalent molecular hydrides.
本文给出了振动频率V_(x-H)与价层轨道平均能,键长的关系方程:。
补充资料:轨道保持(见航天器轨道控制)


轨道保持(见航天器轨道控制)
orbit keeping

  guidQo baoehi轨道保持(o rbit keePing)见航天器轨道控制。
  
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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