4339

Measuring Slice Profiles Across the Industry With the ACR Phantom
Moriel NessAiver1

1Simply Physics, Baltimore, MD, United States

Synopsis

As part of mandated yearly performance evaluations on over 120 GE, Siemens, Philips and Toshiba 1.5T scanners, the ACR phantom was used to make 2555 measurements of RF slice profiles and thicknesses. Aggregated slice profiles are plotted showing clear differences between vendors both in terms of ‘squareness’ and FWHM thickness. With a target slice thickness of 5.0 mm the measured thicknesses ranged from 4.21 to 6.65 mm! The affect that interslice gap has on measured profiles (RF crosstalk) is demonstrated for T1 weighted sequences. A very surprising dependence of measured thickness on slice position on the ACR phantom is demonstrated.

Introduction

Each MRI vendor uses their own set of proprietary RF excitation pulses. When a particular slice thickness is chosen for an imaging sequence is it safe to assume that this is what we get? How ‘square’ is the excitation profile? How close can adjacent slices be without unacceptable overlapping of side lobes resulting in crosstalk? Actual slice thickness affects resolution, SNR and the possibility of crosstalk. This paper examines using the ACR phantom to answer these questions and points out a previously unexpected limitation of this phantom.

Methods

The ACR phantom has a structure with two overlapping lines with +/- 10:1 slopes that is used to measure slice thickness. (1) Software was developed to extract the intensity profile through each line and determine the FWHM slice width. The profiles from each line were normalized, overlapped and combined.

1) More than 500 annual performance evaluations were performed on over 120 different 1.5T magnets from four major vendors. During those tests, a total of 2555 RF slice profiles of T1 and T2 weighted scans using SE, GRE and FSE sequences were obtained using each site’s ACR phantom. The normalized profiles from each type of sequence were averaged to yield aggregate RF profiles for each vendor.

2) Early in the ACR accreditation program, (circa 2004), the ACR required that physicists yearly evaluate RF crosstalk by looking at how the SNR in the flood region changes as slices get closer together. This requirement has been dropped because it was too difficult to obtain reliable, reproducible measurements of SNR that would correlate well with changes in the excited slices. However, with automated software to extract detailed slice profiles, it is possible to examine how the measured slice shape and FWHM thickness change as a function of slice gap. 221 studies were obtained using typical T1-weighted imaging sequences (SE, GRE, FSE with small ETLs) on GE and Siemens 1.5T scanners. Each study consisted of 9 scans centered on the slice thickness block with the slice gap ranging from 10 mm (200% gap) down to 0 mm.

3) It was observed that slices superior to the bar center appeared thicker than those inferior to the center. All of the previously obtained data sets were re-analyzed and the slice thicknesses were plotted as a function of slice position. Linear regression was performed on each aggregate data set.

Four ACR phantoms ranging from less than a year old to more than 12 year years old were scanned at multiple slice positions superior and inferior to the slice thickness block center and the measured thicknesses were plotted as a function of slice position.

Results

Figure 1 depicts the aggregated slice profiles for six different types of imaging sequences. Figure 2 presents bar graphs of the measured slice thicknesses for these sequences with error bars.

The top two plots of figure 3 show how the measured slice thicknesses vary as a function of slice gap for different T1 weighted sequences on GE and Siemens scanners. To better compare the performance of each sequence, the bottom plots show the same data with the slice thicknesses normalized to the thickness of each sequence at 10mm (200%) gap.

Slice thicknesses as a function of slice position are shown in figure 4. The two oldest phantoms have a slope of a little over 0.1 mm thickness per 1mm change in slice position while the newest phantom’s slope is 0.056 mm per 1mm.

Figure 5 displays a high resolution coronal scan through the slice thickness block. The superimposed lines make the presence of bowing obvious.

Discussion

The ACR spec for slice thickness is 5.0 ± 0.7mm. While there are differences in the details of the profile shapes, most of the sequences fall within this range. The exceptions are Toshiba’s FSE T1 (4.21), GE’s GRE (5.76), Siemens’ GRE (6.65!) and Siemens’ FSE T2 (6.02) In general, GE and Philips fall close to the target value, Toshiba is on target or smaller and Siemens is consistently above, sometimes way above.

RF crosstalk begins at roughly 40% slice gap. Simple sequences (GRE and SE) show less changes while FSE sequences show more complicated changes. The thicker Siemens slices show more crosstalk than the thinner GE slices.

Bowing in the ACR phantom can cause errors in slice thickness measurements depending on slice location. Most ACR submissions are within +/- 2mm of the block center limiting the possible error to around +/- 0.2mm. However, that could still cause problems with an accreditation submission if the site is on the edge of passing/failing.

Acknowledgements

No acknowledgement found.

References

1. ACR Magnetic Resonance Imaging Quality Control Manual. 2004;97-98

Figures

These plots demonstrate the measured slice profiles from GE, Siemens, Philips &Toshiba scanners. For the ACR sequences, each is an average of 284 (GE), 126 (Siemens), 84 (Philips) and 30 (Toshiba) measurements. Similar numbers were used for the Site T1 SE and site T2 FSE sequences. The Site T1 FSE sequences were from 28, 10, 33 and 6 respectively. The GRE sequences were from 9, 6 and 8 (none from Toshiba). GE and Philips profiles were consistently close to expectation, Toshiba typically ran near expectation or smaller. With the exception of the ACR T2, Siemens profiles were typically the widest.

Bar graphs of average measured slice thicknesses: The error bars are +/- 1 SD. For the ACR T1, PD and Site T1 SE sequences, GE, Philips and Toshiba were all within +/- 2% of the target 5mm FWHM. Siemens was consistently at 8% over target. All vendors showed a drop in the slice thickness between the ACR PD and T2 echoes. All vendors showed much higher GRE slice thicknesses, Siemens averaged over 30% higher. (Not enough data were available from Toshiba scanners.) Toshiba FSE T1 sequences were typically 15% under target. Siemens TSE T2 sequences are typically 20% over target.

RF Crosstalk: These plots demonstrate the affect that reducing the slice gap has various T1 weighted imaging sequences on GE and Siemens scanners. (Data from Philips and Toshiba will also be presented.) The top two plots show the actual FWHM values measured. The numbers in parentheses are the echo train lengths. For the GE plots, TRF stands for FSE with Tailored RF pulses. The bottom plots show the same data but with each curve normalized to the width at 10 mm slice gap to demonstrate the percent changes. The thicker slices show greater degradation than the thinner slices.

Slice thickness dependency on slice position in the ACR phantom: Four different ACR phantoms ranging in age from over 12 years old to 1 year old, (serial #s J0061, J0495, J10000 and J12636) were scanned with a simple spin echo sequence on three GE and one Siemens 1.5T scanner. The slice position was moved in 1mm increments from roughly 4 mm superior to 4 mm inferior of the crossing of the lines in the slice thickness bar. All four phantoms showed similar slice position dependencies but with the older phantoms (J0069 and J0495) showing more than the newer phantoms.

Bowing in the ACR phantom: A coronal slice through the ACR phantom, centered on the slice thickness bar, shows a small amount of bowing in this structure. The red lines are superimposed on the image to show how the superior edge of the block and each thin white line have deviated from the ideal straight line. The nominal slope of each line is 10:1 which is achieved at the center or intersection of the two lines. Superior to this the bowing reduces the slope and inferior to this the slope is increased.

Proc. Intl. Soc. Mag. Reson. Med. 25 (2017)
4339