Welders are exposed to high levels of manganese (Mn) and iron (Fe). Since Mn is neurotoxic, being able to quantify brain Mn deposition by MRI is of high interest. This phantom calibration study is a first step towards understanding the combined effect of Mn and Fe on R1. Our results show that the presence of serum in the solution requires a Mn-Fe interaction term to improve the fit, likely due to the competing binding to the protein. The presence of Fe reduces the R1 effect of pure Mn, which would lead to an underestimation of brain Mn if Fe was neglected.
Chronic high exposure to manganese (Mn) in occupational settings such as welding is known to cause neurotoxic effects1. Since Mn is a contrast agent in MRI, Mn deposition in the brain can be detected and measured by R1 mapping. To assess a dose-response relationship, it is of high interest to quantify brain Mn deposition. However, Mn-exposed welders are typically also exposed to considerable concentrations of iron (Fe). Fe competes for the same metal transporter with Mn and likely presents a confounding variable when assessing brain Mn accumulation by MRI2. Therefore, a model that can describe the interaction of Mn and Fe in a tissue-like environment is needed to better understand the combined effect of the two metals on R1. In this study, we imaged phantoms with various Mn and Fe concentrations, with and without fetal bovine serum (FBS), to validate an empirical model which considers an interaction term of Fe and Mn.
Phantom preparation
Three groups of phantoms were prepared mimicking in vivo-like Mn and Fe concentrations. Series A contained only MnCl2 (range: 0.0045-0.9 mM) solved in 1.5 mL FBS; series B contained only FeCl2 (range: 0.01-4.5 mM) solved in 1.5 mL FBS; and series C, containing various combinations of Mn and Fe solved in same amount of FBS. All solutions were prepared in the 1.5 mL microcentrifuge tube. Control series without serum were created with the same concentrations of Mn or Fe as series A-C in deionized water.
MRI measurement
An R1 map was acquired on a 3T Siemens Prisma scanner with a 64-channel head coil at 18°C by using two 3D volume interpolated GRE sequences (TR/TE: 7.1/2.5ms, flip angles: 2°, 9°, resolution: 1x1x1mm3, 5 averages, acquisition matrix: 192×192) and a B1 map, used to correct RF inhomogeneity. T1 maps were calculated in Matlab (Mathworks, MA).
Modeling of Relaxivity
The following empirical equation was used to describe the relationship between Mn, Fe and the R1 relaxation rates:
R1=R0solution+ rMnsolution [Mn] + rFesolution [Fe] + rMn-Fesolution ([Mn][Fe])
This equation contains linear and independent contributions of each metal, as well as a cross term. R1 is the measured relaxation rate (1/s) from the data. R0 is the measured relaxation rate in the absence of metals. [Mn] and [Fe] are the concentrations of Mn or Fe in mM, respectively. The respective relaxivities for Mn and Fe alone are rMn and rFe. The relaxivity value reflecting a potential interaction between Mn and Fe is rMnFe. Considering different relaxation properties of bound and free Mn and Fe, the relaxivities depend on the solution (with/without serum). The data from series A and series B was fit to series C to find the interaction term.
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