Chemistry Department, Indiana University, Bloomington, IN, 47405, USA.
J Am Soc Mass Spectrom. 2018 Oct;29(10):2086-2095. doi: 10.1007/s13361-018-2007-x. Epub 2018 Jul 9.
In charge detection mass spectrometry (CDMS), ions are passed through a detection tube and the m/z ratio and charge are determined for each ion. The uncertainty in the charge and m/z determinations can be dramatically reduced by embedding the detection tube in an electrostatic linear ion trap (ELIT) so that ions oscillate back and forth through the detection tube. The resulting time domain signal can be analyzed by fast Fourier transforms (FFTs). The ion's m/z is proportional to the square of the oscillation frequency, and its charge is derived from the FFT magnitude. The ion oscillation frequency is dependent on the physical dimensions of the trap as well as the ion energy. A new ELIT has been designed for CDMS using the central particle method. In the new design, the kinetic energy dependence of the ion oscillation frequency is reduced by an order of magnitude. An order of magnitude reduction in energy dependence should have led to an order of magnitude reduction in the uncertainty of the m/z determination. In practice, a factor of four improvements was achieved. This discrepancy is probably mainly due to the trajectory dependence of the ion oscillation frequency. The new ELIT design uses a duty cycle of 50%. We show that a 50% duty cycle produces the lowest uncertainty in the charge determination. This is due to the absence of even-numbered harmonics in the FFT, which in turn leads to an increase in the magnitude of the peak at the fundamental frequency. Graphical Abstract ᅟ.
在负责检测质谱(CDMS)中,离子通过检测管,确定每个离子的 m/z 比和电荷。通过将检测管嵌入静电线性离子阱(ELIT)中,可以大大降低电荷和 m/z 确定的不确定性,使离子在检测管中来回振荡。所得时域信号可通过快速傅里叶变换(FFT)进行分析。离子的 m/z 与振荡频率的平方成正比,其电荷则来自 FFT 幅度。离子的振荡频率取决于陷阱的物理尺寸以及离子的能量。使用中心粒子法为 CDMS 设计了一种新型 ELIT。在新设计中,离子振荡频率的动能依赖性降低了一个数量级。能量依赖性降低一个数量级应该会导致 m/z 确定的不确定性降低一个数量级。实际上,实现了四倍的改进。这种差异可能主要归因于离子振荡频率的轨迹依赖性。新的 ELIT 设计的占空比为 50%。我们表明,50%的占空比可产生电荷确定的最低不确定性。这是由于 FFT 中不存在偶数谐波,这反过来又导致基频处的峰值幅度增加。