Method for estimating charge breeder ECR ion source plasma parameters with short pulse 1+ injection

TL;DR

This paper introduces a novel method to determine plasma parameters in a Charge Breeder ECR ion source using short pulse 1+ injection, providing detailed insights into plasma confinement, ionization, and charge exchange times.

Contribution

The paper presents a new approach that uses beam current transients and fitting techniques to extract multiple plasma parameters with minimal assumptions.

Findings

Confinement times range from 2.6 to 16.4 ms for different charge states.

Ionization times vary from 2.6 to 12.6 ms for high charge states.

Plasma energy content is approximately 2.5×10^{15} eV/cm^3.

Abstract

A new method for determining plasma parameters from beam current transients resulting from short pulse 1+ injection into a Charge Breeder Electron Cyclotron Resonance Ion Source (CB-ECRIS) has been developed. The proposed method relies on few assumptions, and yields the ionisation times $1/n_e\left\langle\sigma v\right\rangle^{\text{inz}}_{q\to q+1}$, charge exchange times $1/n_0\left\langle\sigma v\right\rangle^{\text{cx}}_{q\to q-1}$, the ion confinement times $\tau^q$, as well as the plasma energy contents $n_e\left\langle E_e\right\rangle$ and the plasma triple products $n_e \left\langle E_e\right\rangle \tau^q$. The method is based on fitting the current balance equation on the extracted beam currents of high charge state ions, and using the fitting coefficients to determine the postdictions for the plasma parameters via an optimisation routine. The method has been applied for the charge breeding of injected K$^+$ ions in helium plasma. It is shown that the confinement times of K$^{q+}$ charge states range from 2.6$^{+0.8}_{-0.4}$ ms to 16.4$^{+18.3}_{-6.8}$ ms increasing with the charge state. The ionisation and charge exchange times for the high charge state ions are 2.6$^{+0.5}_{-0.5}$ ms--12.6$^{+2.6}_{-3.2}$ ms and 3.7$^{+5.0}_{-1.6}$ ms--357.7$^{+406.7}_{-242.4}$ ms, respectively. The plasma energy content is found to be $2.5^{+4.3}_{-1.8}\times 10^{15}$ eV/cm$^3$.