It has recently been shown that the WHO grade of a glioma is correlated with its electric conductivity, which can be determined via post-processing the acquired MR transceive phase. However, the transceive phase and thus the derived conductivity might be corrupted by motion induced phase, particularly from cardiac pulsation transferred to the cerebrospinal fluid (CSF). In this study, the impact of CSF pulsation on the reconstructed conductivity was investigated by synchronizing the transceive phase acquisition to the cardiac cycle. It turned out that the pulsation significantly affects reconstructed conductivity of the CSF, but not of gray and white matter.
A balanced Turbo-Field Echo (bTFE) sequence was applied on a commercial 3T scanner (Achieva TX, Philips Healthcare, Best, The Netherlands) using a 32-channel RF head coil with the following parameters: TR/TE = 3.2/1.6 ms, flip angle = 25°, voxel size = 1x1x1 mm³, echo train length = 110, total scan time ~ 4-5 minutes depending on the pulse rate of the volunteer. For cardiac triggering, a Peripheral Pulse Unit (PPU) was applied via a finger clip. The sequence was repeated using six different trigger delays Td: the minimally and maximally possible Td according to the individual pulse rate as well as three equally distributed Td between minimum and maximum Td. As a sixth Td, it has been tested to determine the point in time with minimal CSF flow using a phase contrast (PC) MRI sequence (TR/TE = 21/7.8, flip angle = 10°, voxel size = 1.0x1.4x10 mm³, VENC = 5 cm /s). Eleven healthy volunteers with informed consent and local ethical approval were investigated (mean age = 39±10 years, 6 male, 5 female).
Conductivity reconstruction has been performed as described in [1], i.e., after applying the numerical Laplacian to get a "raw" conductivity, a bilateral median filter has been applied for denoising. Tissue boundaries for this median filter has been extracted from the magnitude image of the measured bTFE sequence.
Figure 1 shows a zoomed cerebral sulcus, filled with CSF, for two different Td. A clear impact of Td on the phase in the CSF is visible, resulting in an altered conductivity of the CSF, in contrast to the unaltered phase and conductivity around the sulcus.
Figure 2 shows the conductivity of the six different values of Td as described above for one of the volunteers. The optimal Td as derived from the PC-MRI does not lead to an optimally reconstructed CSF conductivity. The standard deviation of the reconstructed conductivity over the different Td show a clear maximum inside the CSF and is much smaller in gray and white matter (Fig. 3a). Optimal (i.e., most homogeneous) CSF conductivity across the brain is observed by calculating the upper quartile of the conductivity over the different Td (Fig. 3b). This holds for the CSF in the sulci as well as for the CSF in the ventricles.
Figure 4 shows results of more volunteers, comparing the magnitude of bTFE with the upper quartile of conductivity over Td as in Fig. 3b. A high consistency of the reconstructed CSF conductivity over the volunteers is observed.
The authors wish to thank the Japan Society for the Promotion of Science (JSPS) for funding and Thomas Stehle for kind contribution of brain segmentation algorithm.