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Imaging the vibrational wave function, Interference Effects and the Bohr-Einstein-Debate

机译:成像振动波函数,干扰效应和Bohr-einstein辩论

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摘要

Chemical textbooks depict molecules as simple ball and stick models, which suggest that they have well defined geometrical structures in real space. This radical simplification of a many particle system is based on the Born-Oppenheimer approximation, which assumes that the electronic and nuclear part of the wave function can be separated. The nuclei slowly move within a binding potential produced by a cloud of fast electrons. The electronic wave function is calculated for a well defined spatial distribution of the nuclei. However, because of the Heisenberg uncertainty principle in reality the nuclei can not be localized without broadening their momentum distribution, which would immediately lead to fragmentation. Using the H_2~+ molecules we investigated whether it is possible to directly measure that spatial distribution.
机译:化学教科书描绘了分子作为简单的球和棒模型,这表明它们在真实空间中具有明确的几何结构。 许多粒子系统的这种自由基简化基于出生的对手近似,这假设可以分离波函数的电子和核部分。 核慢慢地在快速电子云产生的结合潜力内移动。 计算电子波功能,用于核定义良好的核的空间分布。 然而,由于Heisenberg在现实中的不确定性原则,未经扩大其势头分布,核不会定位核,这将立即导致碎片化。 使用H_2〜+分子我们研究了是否可以直接测量空间分布。

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