Modeling Beam Neutralization with a Charge Exchange Cell

Bridget Cunningham December 16, 2014
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Charge exchange cells are often used as a way to obtain neutralized beams of energetic particles. In this blog post, we introduce a model of a simple charge exchange cell and analyze its neutralization efficiency.

How Does a Charge Exchange Cell Work?

Neutral particle beams of varying energies are an important element in many applications, including medicine, the design of scientific instruments, and materials processing. In the quest to accelerate neutral particles to extremely high velocities, we can turn our attention to the role of a charge exchange cell.

A charge exchange cell refers to an area of high-density gas that is placed in the path of an ion beam. In this region, fast ions from the beam can undergo charge exchange reactions with the background gas. This causes the ions to become neutralized, which in turn creates a neutral particle beam towards the end of the cell.

Let’s break down this process further, beginning with a charge exchange cell filled with neutral argon. As protons are accelerated through this medium, they are able to pick up electrons from the available argon atoms. This combination generates a neutral hydrogen atom, which travels rapidly out of the cell, and a slow-moving argon ion. The probability of capturing electrons, however, is relatively small. Thus, many charged particles can still remain in the beam as it leaves the cell.

So how do we achieve a completely neutral beam through this process? One approach is to use a pair of charged plates to deflect the protons prior to the beam’s arrival at its target. Using simulation, we can investigate the role of the gas cell and charged plates in the neutralization process.

A diagram highlighting the charge exchange cell neutralization process.
The charge exchange cell neutralization process.

Modeling Charge Exchange Reactions

The Charge Exchange Cell model is used to carry out a beam neutralization process analysis. This model requires the Molecular Flow Module and the Particle Tracing Module.

The Charge Exchange Cell model features a cylindrical gas cell within a vacuum system. Neutral argon gas is provided by a shower head ring in the cell’s center. The shower head includes microchannels that control the cell’s neutral gas density, producing a high-pressure area within the instrument’s main vacuum system. The Free Molecular Flow interface is used to compute the number density and the pressure of argon gas within the gas cell.

A model depicting the pressure in the charge exchange cell.
Surface plot of the pressure within the charge exchange cell.

In this example, the electrically charged plates are represented as two blocks. The upper plate has an applied electric potential of 200 V, while the lower plate remains grounded. The Electrostatics interface is used to compute the electric potential between the plates, which can then be used to deflect the ions.

To model the collisions of the incoming ion beam with the neutral gas, the Charged Particle Tracing interface is used. This interface includes an Elastic Collision Force that takes the gas density computed by the Free Molecular Flow interface and uses it to determine the collision frequency.

Neutralization Efficiency

The figure below shows the trajectories of the particles as they travel through the charge exchange cell. The dark gray lines indicate the trajectories of the ions, which have a charge number of 1. The light gray lines indicate the trajectories of the neutral particles, which feature a charge number of 0.

An image showing particle trajectories and charge exchange reactions.
Particle trajectories within the model. This image highlights how some ions undergo charge exchange reactions before exiting the cell.

It is also possible to evaluate the total number of particles that hit a certain boundary. By comparing the number of particles that hit the grounded plate to the total number of particles in the model, we can estimate the neutralization efficiency of the gas cell. In this case, the neutralization efficiency is determined to be about 13.8%. Note that this value can vary slightly on different runs of the model because the charge exchange reactions between ions and neutrals occur randomly.

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