Isabelle Saniour1, Gwenaël Gaborit2,3, Lionel Duvillaret3, Anne-Laure Perrier2, and Olivier Beuf1
1Univ. Lyon, CREATIS ; CNRS UMR 5220 ; INSERM U1206 ; INSA-Lyon ; UJM-Saint-Etienne ; Université Lyon1, Villeurbanne, France, 2Univ. Savoie-Mont-Blanc, IMEP-LAHC, Le Bourget-du-Lac, France, 3Kapteos, Sainte-Hélène-du-Lac, France
Synopsis
During MRI exam, Specific Absorption
Rate (SAR) is essential to be controlled and can be evaluated by measuring either
indirectly for instance the rise in temperature or directly the radiofrequency induced
electrical E-field. In the current
study, we proposed an optical probe based on the Pockels effect for
subcentimeter resolution measurements of the E-field without altering the surrounding media. Measurements were
performed at 4.7 T and 3.0 T. Results show that the probe has an excellent
linear response and allow a real time estimate of the three components of the E-field produced during MRI examination.
Introduction
Patient
safety is controlled during an MRI exam by estimating the global specific
absorption rate (SAR). Without dedicated devices such radiofrequency (RF)
traps, the electrical E-field induces
RF currents, resulting heating near metallic conductor. The SAR-parameter is
determined either by the E-field or
the temperature rise. E-field probes are
fast and more sensitive than thermal sensors but hard to implement. Dipole-based probes were largely used to
measure the E-field in MRI1-3.
However, their metallic structure may perturb the electromagnetic fields and
the spatial resolution is limited by the probe’s dimensions. Recently, optical-based
methods were used to measure the E-field4,
5. But, the value of the E-field
was not precisely determined, besides only one component of the E-field was estimated. In the following,
the characteristics of the optical probe and real time measurements of the
three components of the RF E-field
are presented. Methods
Birefringence
characterizes crystals that change their reflective indices with an applied E-field. Based on this principle, a sub-cm optical probe using isotropic
crystals (ZnTe, BSO…) was
designed and built. A probe with isotropic crystal allows the measurement of both x- and y-orientations
of the E-field so-called transverse
probe. The z-component is measured by a longitudinal
probe. A fiber optic was connected to the crystal to drive a laser diode (λ = 1.55 μm, relative intensity noise (RIN) < 150 dB/Hz) having an incident polarization that changes with
the applied E-field. The modulation of the polarization was analyzed
using a processing unit (eosens, Kapteos, France) and then converted into an
electrical signal using a photodiode. A spectrum analyzer was used to display
the envelope of the detected electro-optical (EO) signal on a fixed and narrow frequency
bandwidth (30 kHz). First, the E-field
measurements were performed on 4.7 T preclinical MRI (Bruker). A high-pass
60 mm-diameter linear transceiver birdcage with capacitors placed on the two end
sides was used. The probe was fixed on a 3-axis translation bench (Fig 1). The measurements
were performed in air in order to verify the sensing abilities of the probe. The
probes were calibrated outside the MRI to obtain the proportionality factor
between the EO signal and the E-field.
A FLASH sequence with 1 ms Hermite shape RF excitation pulse was ran. In order to determine the relation between the
emitted magnetic B1-field and the
detected E-field, the flip angle of
the RF pulse was varied and the corresponding E-field was measured. Besides, the two transverse and longitudinal
probes were used separately to measure the three components of the E-field along the z-axis. Finally, this
measuring protocol was also applied on a 3.0 T clinical MRI (GEHC MR750). MR images
of an orange with and without inserted probe were acquired. Results
Figure
2 exhibits an excellent linearity between E-
and B1-fields for both probes
measuring radial and longitudinal components. The B1-field was derived from the shape (Hermite equation) and amplitude
(flip angle). The maximum values of the E-field
were measured at 1078 V/m and 488 V/m for transverse and longitudinal probes,
respectively. The sensitivity was established at Emin=0.27V/m.Hz-1/2 for transverse probe and Emin=0.087V/m.Hz-1/2
for longitudinal probe. Figure 3 displays the three components of the E-field along z-axis. Two maximum peaks
were found at Z=5cm and Z=11cm for all curves. Next, the exact shapes of
three different excitation pulses having the same excitation time (1ms) and
power (138W) were detected by the optical probe (Fig 4). The difference between the MR
images of the orange with and without the inserted probe is negligible and the measured
E-field was equal to 198 V/m (Fig 5). Discussion
The
E-field has a linear dependence with
respect to the B1-field. The highest
value of the E-field is obtained when
the flip angle is equal to 90˚ which corresponds to the highest value of the emitted
B1-field. The EO probe is highly sensitive
to the variation of the E-field value
regarding the RF pulse shape. The y-component of the E-field is the dominant component noting that the RF B1 excitation
pulse is linear and emitted along the x-axis. The detected peaks along z-direction are spatially
separated by about 60 mm which is the birdcage length. The high-concentrations
of the E-field happen near the
capacitor areas. Finally, based on MR images comparisons, the
probe has not noticeable impact on the B1-field. Conclusion
The
described optical probe device is a suitable to measure E-field within MRI tunnel without altering the B1-field. An excellent linearity and a good sensitivity of this optical-based
probe were demonstrated. Besides, the probes can be used at different B0. Acknowledgements
This work was
supported by the Rhône-Alpes region
and performed within the framework of LABEX-PRIMES (ANR-11-LABX-0063), and the
program “Investissements d’Avenir” (ANR-11-IDEX-0007) operated by the French
National Research Agency.References
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