Analysis of the Linear Quadrupole Ion Trap for Fourier ... · Analysis of the Linear Quadrupole Ion...

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Analysis of the Linear Quadrupole Ion Trap for Fourier Transform Mass Spectrometry (FTMS) Albrecht Glasmachers, Alexander Laue; University of Wuppertal, Germany Possible versions of linear trap mass analyzers Applied Methods Design goals Application Fields: : Linear trap with improved ion storage capacity and reduced space charge density Aerospace, Environmental Monitoring, Bio-Medical Analysis, etc. Modified ion trap with split electrode geometry keeps the field accuracy high and reduces the crosstalk of the RF storage field. Active RF-HV crosstalk compensation based on (DDS) Direct Digital Synthesis techniques Numerical field and ion trajectory calculation by SIMION Experimental setup with electron beam ionization of gas molecules within the trap Introduction With the 3D Paul ion trap Fourier Transform mass spectroscopy was successfully performed due to a special cell design and a low noise crosstalk compensation technique. In this work we analyse whether linear quadrupole traps in form of the straight linear trap with reflectors and in form of the “curved linear trap (toroid)” can be operated in the same way. Possible benefits are higher ion storage volume, lower space charge density and therefore higher dynamic range. Measurement Timing Diagram Crosstalk-Comp. Ionization Excitation FFT-Window Ionic Signal residual gas pressure: 1 x 10 mbar -8 testgas partial pressure > 5 x 10 mbar -8 - current 2 μA for 10 ms RF-HV storage field: excitation level (stimulus) 1M z H 1 Vμs ... 25 Vμs electron beam ionization > 80 eV - energy - frequency : 50 ... 300 Vpp - amplitude 1/2 Test Conditions ion reflector ion reflector Block-Diagram of the Ion Trap Electronic DDS2 V Clock DDS0 V V A D DDS1 V j V A D Stimulus j j FFT Ion Trap AMP2 AMP1 (RF) (Comp2) (Comp1) End Cap1 linear trap with ion reflector curved linear trap (toroid) Measuring setup

Transcript of Analysis of the Linear Quadrupole Ion Trap for Fourier ... · Analysis of the Linear Quadrupole Ion...

Page 1: Analysis of the Linear Quadrupole Ion Trap for Fourier ... · Analysis of the Linear Quadrupole Ion Trap for Fourier Transform Mass Spectrometry (FTMS) Albrecht Glasmachers, Alexander

Analysis of the Linear Quadrupole Ion Trapfor Fourier Transform Mass Spectrometry (FTMS)Albrecht Glasmachers, Alexander Laue; University of Wuppertal, Germany

Possible versions of linear trap mass analyzers

Applied Methods

Design goalsApplication Fields:

: Linear trap with improved ion storage capacity and reduced space charge densityAerospace, Environmental Monitoring, Bio-Medical Analysis, etc.

Modified ion trap with split electrode geometry keeps the field accuracy high and reduces the crosstalk of the RF storage field.

Active RF-HV crosstalk compensation based on (DDS)Direct Digital Synthesis techniques

Numerical field and ion trajectory calculation by SIMION

Experimental setup with electron beam ionization of gas molecules within the trap

IntroductionWith the 3D Paul ion trap Fourier Transform mass spectroscopy was successfully performed due to a special cell design and a low noise crosstalk compensation

technique. In this work we analyse whether linear quadrupole traps in form of the straight linear trap with reflectors and in form of the “curved linear trap (toroid)”

can be operated in the same way. Possible benefits are higher ion storage volume, lower space charge density and therefore higher dynamic range.

Measurement Timing Diagram

Crosstalk-Comp.

Ionization

Excitation

FFT-Window

Ionic Signal

residual gas pressure: 1 x 10 mbar-8

testgas partial pressure > 5 x 10 mbar-8

- current 2 µA for 10 ms

RF-HV storage field:

excitation level (stimulus)

1 M zH

1 Vµs ... 25 Vµs

electron beam ionization

> 80 eV- energy

- frequency

:

50 ... 300 Vpp- amplitude

1/2

Test Conditions

ion reflectorion reflector

Block-Diagram of the Ion Trap Electronic

DDS2V

Clock

DDS0

V

V

A

D

DDS1V

V

A

D

Stimulus

FFT

Ion Trap

AMP2

AMP1

(RF)

(Comp2)

(Comp1)

End Cap1

line

art

rap

with

ion

refle

cto

r

cu

rve

dlin

ea

rtr

ap

(to

roid

)

Measuring setup

Page 2: Analysis of the Linear Quadrupole Ion Trap for Fourier ... · Analysis of the Linear Quadrupole Ion Trap for Fourier Transform Mass Spectrometry (FTMS) Albrecht Glasmachers, Alexander

Albrecht Glasmachers University of Wuppertal, Germany, Alexander Laue;

Conclusions and outlook

Effects of reflection phase error

For the linear trap an ion reflection at both ends of the trap is required to enable sufficient long storage time of the ions. For the reflectors

superimposed dc fields or modified RF fields are required. With both solutions an effective storage of ions in a wide mass and energy range

can be achieved. However, because of the transfer of energy between the different oscillation modes, a phase shift of the stimulated

mass specific oscillation happens during the reflection process. This leads to very short transient with skewed spectral lines which

can not be used for high resolution Fourier transform mass spectroscopy.

A "curved linear trap" (toroid) does not need any reflector because both ends of the "linear trap" are connected together. Therefore phase

errors caused by reflectors can be completely avoided. On the other hand, the curved form produces field deviations from the ideal quadrupole

system which results in frequency errors (continues phase errors) depending on the circulation speed of the ions. With corrections of the electrode

shape which were published for the toroid trap these errors can be minimized. Then the toroid trap with optimized sensor geometry and active

crosstalk compansation is an interesting alternative to the classical 3D Paul trap for Fourier transform mass spectrometry.

signals

2/2

(FTMS)

Curved trap (toroid)Linear trap with segmented reflectors

4 hyperbolic rods Reflector with 8 plates

Ion motion with reflection

DC equipotential linesQuadratic DC potential rise

Phase error caused by reflection

Transient signal without phase error

Ion trajectories vs. circular energy

Comparison of the spectra

Transient signal with phase error

Time signals with continuous phase shift

200 Hz

µ

µ µ

0.1 eV 1 eV