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使用矩形不对称波形对离子进行差分迁移率分离。

Differential mobility separation of ions using a rectangular asymmetric waveform.

作者信息

Papanastasiou D, Wollnik H, Rico G, Tadjimukhamedov F, Mueller W, Eiceman G A

机构信息

Department of Chemistry and Biochemistry, New Mexico State University, Las Cruces, New Mexico 88003, USA.

出版信息

J Phys Chem A. 2008 Apr 24;112(16):3638-45. doi: 10.1021/jp711732c. Epub 2008 Mar 14.

Abstract

The performance of a planar differential mobility spectrometer (DMS) is investigated when operated in air at ambient pressure and driven by a rectangular asymmetric waveform, limited to frequencies of <1.2 MHz and voltage pulse amplitudes of <1 kV with steep rise times of the order of approximately 15 ns. Independent control of frequency, voltage pulse amplitude, and duty cycle allow for characterizing the DMS in terms of transmission, resolution and separation. The tradeoff between sensitivity and resolution and the effect of duty cycle on instrument performance are demonstrated experimentally. The dependence of ion mobility on the magnitude of the electric field determines the displacement of ions measured by the DC compensation voltage as a function of the duty cycle. Optimum values for the duty cycle exist for the separation of A- and C-type ions, while, B-type ions exhibit a more complex behavior. An analytical expression for describing the effect of duty cycle on the separation of the ions, determined by variations in the compensation voltage, is developed and compared to experimental results obtained in air below 75 Td using estimated alpha parameters for a set of ketones. In this context, errors associated with the calculation of alpha parameters using polynomials of even powers are highlighted.

摘要

研究了平面差分迁移率谱仪(DMS)在环境压力下于空气中运行,并由矩形不对称波形驱动时的性能,频率限制在<1.2 MHz,电压脉冲幅度<1 kV,上升时间陡峭,约为15 ns量级。频率、电压脉冲幅度和占空比的独立控制使得能够从传输、分辨率和分离度方面对DMS进行表征。通过实验证明了灵敏度与分辨率之间的权衡以及占空比对仪器性能的影响。离子迁移率对电场强度的依赖性决定了由直流补偿电压测量的离子位移作为占空比的函数。对于A类和C类离子的分离存在占空比的最佳值,而B类离子表现出更复杂的行为。推导了一个用于描述占空比对离子分离影响的解析表达式,该表达式由补偿电压的变化确定,并与在低于75 Td的空气中使用一组酮类的估计α参数获得的实验结果进行了比较。在此背景下,突出了使用偶数幂多项式计算α参数时相关的误差。

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