二级卡西尼离子阱中离子轨迹稳定性分析

F. Gunzer
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引用次数: 1

摘要

高精度仪器是许多科学学科的要求。环境研究在这方面也不例外。通常,有必要知道哪些物质以气态形式存在,例如用于废气分析或污染管理。质谱法是一种产生设备中存在的分析物分子质量的技术。如果分辨能力太低,则分子质量不足以识别物质。为了获得进一步的资料,必须使用其他技术。然而,如果质量分辨能力足够高,它可以降低仅基于分子质量的样品中可能存在的候选分子的数量。离子阱是一种具有高分辨能力的质谱分析仪。一个相对较新的离子阱用于质量分析的代表是卡西尼离子阱。虽然已经提供了非常高的质量分辨能力,但它可以通过改变几何和电气参数进一步提高。离子阱的工作原理是让离子在一个封闭的轨道上飞行很长时间(最多几秒钟)。改变几何或电参数可能会改变轨迹,这样离子就不会飞行很长时间,而是会与外壳或电极发生碰撞。在本文中,我们分析了当离子从外部通过一个小隧道注入时,几何形状和电极电压如何影响离子轨迹的稳定性。为此,已知的描述离子轨迹的微分方程已经用数值方法求解。这些知识可以用来设计分辨率更高的卡西尼圈闭。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Ion Trajectory Stability in Second Order Cassinian Ion Traps
High precision instruments are a requirement in a lot of scientific disciplines. Environmental research is no difference in this regard. Often, it is necessary to know which substances are present in gaseous form, e.g. for exhaust gas analysis, or contamination management. Mass spectrometry is a technique that yields the molecular mass of analytes present in the device. If the resolving power is too low, the molecular mass is not sufficient to identify a substance. Other techniques have then to be used in order to obtain further information. However, if the mass resolving power is high enough, it can lower the number of candidates that might be present in a sample based on the molecular mass alone. Ion traps are devices that can be used as mass analyzers with very high resolving power. A relatively new representative of ion traps for mass analysis is the Cassinian ion trap. Although offering already very high mass resolving power, it can be further increased by changing the geometric and electric parameters. Ion traps work by letting ions fly on a closed trajectory for very long times (up to a few seconds). Changing geometric or electric parameters can possibly change the trajectories so that the ions do not fly for long times, but collide with the housing or electrodes instead. In this paper, we have analyzed how the geometry and electrode voltage influence the stability of ion trajectories when the ions are injected via a small tunnel from the outside. For this, the known differential equations describing the ion trajectories have been solved numerically. This knowledge can then be used to design Cassinian Traps with increased resolving power.
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