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- A diatomic molecule. 双原子的分子
- Classical Dissociation of a Diatomic Molecule with Chirped Pulses 双原子分子在啁啾激光作用下的经典解离
- The hard, siliceous bivalve shell of a diatom. 硅藻细胞壳硅藻的坚硬含硅的硬壳
- Non-Born-Oppenheimer approximation-the correction of the vibration spectrum for a diatomic molecule 非Born-Oppenheimer近似一对双原子分子振动光谱的修正
- The median groove of a diatom valve. 阀缝硅藻阀上的中槽
- The hard,siliceous bivalve shell of a diatom. 硅藻细胞壳硅藻的坚硬含硅的硬壳
- Figure 14. 5 and 14. 6 show this division for a homonuclear and a heteronuclear diatomic molecule. 图14.;5和14
- Any heteronuclear diatomic molecule must have a dipole moment since its two ends are different. 任何异核双原子分子必然具有偶极矩,因为它的两端是不同的。
- Figure 14.5 and 14.6 show this division for a homonuclear and a heteronuclear diatomic molecule. 图14.5和14.6示出同核和异核双原子分子的这种分区。
- It is a colourless, odourless, tasteless gas, occurring as the diatomic molecule O2. 地面和下层大气的氧气,几乎都由双原子分子O2组成。
- DSMC-ITS method is successfully developed for diatomic molecule gases to treat heat flux specified boundary condition in DSMC. 通过将此方法应用于微通道内氮气流动和换热,从而验证了其有效性和精确性。
- One of the two silicified halves of the cell wall of a diatom. 瓣硅藻的两片硅化的细胞壁之一
- We have concentrated on the ground electronic states of diatomic molecules. 我们曾主要集中注意双原子分子的电子基态。
- A concise derivation of energy formula of diatomic molecules is proposed. 对非刚性双原子分子的能量表达式给出一种简明的推导.
- The theory can be generalized to deal with many-electron atoms, diatomic molecules, and artificial atoms and diatomic molecule. 这套理论亦可用来解决多电子的原子,分子,和人工合成的原子或分子关系问题。
- Let us consider the implication of the electrostatic theorem for chemical bonding in diatomic molecules. 让我们讨论双原子分子化学成键所蕴含的静电定理。
- There is a vein of melancholy in his character. 他的性格中有少许忧郁的气质。
- Reaction Collision of Atom and Diatomic Molecule 原子与双原子分子的碰撞反应
- There was a long lag in forwarding mail to us. 转寄给我们的邮件晚了很久才拿到。
- In this paper, the classical trajectories of a diatomic macular N2 in strong laser field are calculated by symplectic scheme, which makes the results believed by others. 摘要采用分子动力学方法研究了N2分子在强激光场作用下的经典轨迹,并应用了现在较优越的数值方法-辛算法来求解方程,这使计算结果更加令人信服。