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Human Pulmonary Imaging and Spectroscopy with Hyperpolarized129 Xe at 0.2T

Rationale and Objectives

Using a novel 129 Xe polarizer with high throughput (1–2 L/hour) and high polarization (∼55%), our objective was to demonstrate and characterize human pulmonary applications at 0.2T. Specifically, we investigated the ability of 129 Xe to measure the alveolar surface area per unit volume of gas, S A / V gas .

Materials and Methods

Variable spin echo time (TE) gradient and radiofrequency (RF) echoes were used to obtain estimates of the lung’s contribution to both T 2 \* and T 2 . Standard multislice ventilation images were obtained and signal-to-noise ratio (SNR) determined. Whole-lung, time-dependent measurements of 129 Xe diffusion from gas to septal tissue were obtained with a chemical shift saturation recovery (CSSR) method. Four healthy subjects were studied, and the Butler et al CSSR formalism ( J Phys Condensed Matter 2002; 14:L297–L304) was used to calculate S A / V gas . A single-breath version of the xenon transfer contrast (SB-XTC) method was implemented and used to image 129 Xe diffusion between alveolar gas and septal tissue. A direct comparison of CSSR and SB-XTC was performed.

Results

T 2 \* = 135 ± 29 ms amd T 2 = 326.2 ± 9.5 ms. Maximum SNR = 36 for ventilation images from inhalation of 1L 86% 129 Xe and voxel volume = 0.225 mL. CSSR analysis showed S A / V gas decreased with increasing lung volume in a manner very similar to that observed from histology measurements; however, the absolute value of S A / V gas was ∼40% smaller than histology values. SB-XTC images in different postures demonstrate gravitationally dependent values. Initial comparison of CSSR with XTC showed fairly good agreement with expected ratios.

Conclusions

Hyperpolarized 129 Xe human imaging and spectroscopy are very promising methods to provide functional information about the lung.

To date, the vast majority of work in human hyperpolarized noble gas imaging has been with 3 He and not 129 Xe. Mugler et al ( ) demonstrated the very first human ventilation images and spectra with 129 Xe in 1998 and later obtained the first human apparent diffusion coefficient images of the gas phase ( ). Kilian et al ( ) demonstrated human time-resolved 129 Xe spectra from both gray and white matter in 2004. A significant problem for 129 Xe in human studies has been the lack of a polarizer with sufficiently high polarization and throughput. High polarization is absolutely necessary because, compared to 3 He, 129 Xe suffers two significant disadvantages. First, the gyromagnetic ratio is less by a factor of ∼3 and, second, the isotopic abundance of 129 Xe is only 26% compared to 100% for 3 He. These two factors mean that 129 Xe suffers an inherent loss in signal of a factor of ∼12 compared to 3 He. Despite these problems, there has been vigorous work studying both phantoms and animals using 129 Xe. This is because of the inherent advantage 129 Xe offers because of its solubility in tissue. This, together with the fact that there is a large (∼200 parts per million [ppm]) chemical shift between the gas and dissolved spectral peaks of 129 Xe means that one can easily discern 129 Xe in the different chemical phases. Ruppert et al ( ), Driehuys et al ( ), and Mansson et al ( ) have made very significant contributions toward demonstrating the ability to measure functional pulmonary physiology by observing the diffusion of 129 Xe from alveolar gas to dissolved phases (ie, septal tissue). Our own work using a chemical shift saturation recovery (CSSR) method in porous phantoms ( ) has demonstrated that the early time slope of the CSSR data is related to the alveolar surface area per unit of gas volume S A / V gas . Using this formalism, Cai et al ( ) demonstrated a high degree of correlation between the slope of the xenon transfer contrast (XTC) depolarization curve and morphometric measurements of surface area per unit volume in a rabbit emphysema model. Here we report initial CSSR results in humans using a novel 129 Xe polarizer at 0.2T ( ). We also report human imaging with the XTC method and report an initial comparison with CSSR. Finally, we also report a measurement of the contribution to both T 2 and T 2 * from the lung at 0.2T as well as the signal-to-noise ratio (SNR) obtained with standard gradient echo imaging.

Materials and methods

129 Xe Polarizer

A University of New Hampshire 129 Xe polarizer was installed at Brigham and Women’s Hospital and became operational in the second quarter of 2005. This polarizer is capable of delivering 1–2 L/hour at ∼55% polarization. This polarizer is the first University of New Hampshire unit located outside of University of New Hampshire and represents an early design from the University of New Hampshire group. Nevertheless, this polarizer has proved exceptionally robust with only small periods of downtime required for occasional maintenance. Polarized xenon is frozen to separate the buffer gases, then thawed into a Tedlar bag (Welch Fluorocarbon, Dover, NH) with ∼99% polarization recovery. The volume of 129 Xe delivered to a subject varied from 0.5–2 L depending on both the subject’s total lung capacity (TLC) as well as the fraction of TLC at which the experiment was being performed. There was some inefficiency in the polarizer in that it was necessary to prepare 0.3 L more than the quantity delivered to the subject. This is because 0.3 L is the volume of the spiral cell and connecting tubing to the Tedlar bag. Although we were unable to use this gas for human inhalation, we did measure the signal from the remaining gas in the spiral cell. By comparing this with that from a standard thermal cell, we were able to monitor the absolute polarization. The thermal cell consisted of a 2.91-L spherical glass cell filled with 4.01 atm of 86% enriched 129 Xe (thermal polarization) and 2.02 atm O 2 . The oxygen was added to reduce T 1 , which was measured to be 0.89 sec. To account for any differences in field homogeneity because of different sizes of the thermal and hyperpolarized samples, the signal was measured by integration over the linewidth.

Magnetic Resonance Imaging Hardware

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Figure 1, View of a subject, 129 Xe radiofrequency (RF) coil and gas delivery apparatus in the 0.2T magnet. The RF coil is composed of two square planar loops in a near Helmholtz configuration separated by 42.6 cm.

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Human Protocols

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Diffusion of 129 Xe from Alveolar Gas Spaces to Septal Tissue

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F(t)=∫sdiss(t,ω)dω∫sgas(t=0,ω)dω=λSVgas4Ddisstπ−−−−−√. F

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Figure 2, Schematic of chemical shift saturation recovery method. (a) Idealized one-dimensional semi-infinite phases. (b) A more realistic model with a finite width septum. Net diffusion from gas to dissolved phase after time t diff is shown in purple. (From Patz et al., ( 11 ), with permission.)

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Results

Human Multislice Ventilation Maps

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Figure 3, (a) Typical two-dimensional multislice gradient echo ventilation images after inhalation of 1 L 26% hyperpolarized 129 Xe from a volume close to residual volume (RV). Sixteen images from a 21 slice axial dataset are shown. Imaging parameters are: field of view = 300 mm, voxel size: 4.7 × 9.4 × 15 mm 3 , echo time (TE) = 6.66 ms, repetition time (TR) = 23.47 ms, readout bandwidth = 5.8 kHz, matrix 64 × 32 × 21, acquisition time = 15.02 seconds. Maximum signal-to-noise ratio (SNR) = 16.7. For reconstruction, data were zero filled to 128 × 128. (b) Typical coronal two-dimensional multislice gradient echo ventilation images after inhalation of 1 L 86% enriched hyperpolarized 129 Xe from a volume close to RV. Imaging parameters are: field of view = 300 mm, voxel size: = 3.26 × 6.25 × 12.5 mm 3 , TE = 6.45 ms, TR = 28.67 ms, readout bandwidth = 5.8 kHz, matrix 96 × 48 × 10, acquisition time = 13.76 sec. Maximum SNR = 35.9. For reconstruction, data were zero filled to 128 × 128 and a mask was applied to allow display of voxels from 10% to 85% of the maximum intensity.

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T 2 \* and T 2 of Gaseous 129 Xe in a Healthy Lung at 0.2T

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1T∗2,meas=1T2+πΔυprotonfxenonfproton+1T∗2,lung. 1

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1T∗2=1T2+1T∗2,lung≡1T∗2,meas−1T∗2,shim 1

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CSSR Results

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F(t)=F0+λSAVgas4Ddisstπ−−−−−√=F0+Kt√ F

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π . Table 1 lists the age, gender, RV, and TLC for each of the four subjects studied here. ( Table 2 ) lists the values for the least-squares fit values for K and F 0 to Equation 5 . Using the fitted values of K , S A / V gas was also computed using a literature value for λ = 0.1 ( ) and a literature estimate of D diss ∼3 × 10 −6 cm 2 /sec ( ). The data are fairly well fit by Equation 5 because the values for the coefficient of determination, R 2 , are all greater than 0.8 and the majority, 14 of 18, have R 2 ≥ 0.9. The average error bar for K is 13.8%. If λ and D diss were known exactly, then the relative error for K and S A / V gas are identical. We must assume, however, that there may be some uncertainty in the literature values for λ and D diss . Because there are no data near a diffusion time t = 0, the percentage uncertainty in F 0 is significantly larger than that found for K . For two experiments, negative values were found for F 0 . Because this is physically impossible, for these two cases, the fit was redone with F 0 forced to 0.

Figure 4, Experimentally measured F ( t ) shown with blue dots as a function of (a) diffusion time t and (b) √ t . Lung volume was fixed and in the example shown here, it is at total lung capacity (TLC). Also shown is a fit to the early time data using Equation 5 ( red line ). (From Patz et al. ( 11 ), with permission.)

Table 1

Subject Data

Subject Age Gender RV (L) Total Lung Capacity (L) 4 55 M 1.85 7.02 6 32 M 1.33 6.2 13 32 M 2.10 8.24 20 28 F 1.25 4.44

RV, residual volume.

Table 2

CSSR Results

Subject_V lung_ / TLC__N__R 2 K (s –1/2 )K (% error)S A / V gas (cm –1 )F 0 F 0 ±error 4 0.26 8 0.999 0.03902 1.42 199.7 0.00251 0.000131 4 0.26 8 0.866 0.02889 22.74 147.8 0.00614 0.001544 4 0.46 8 0.993 0.03255 4.27 176.4 0 \* N/A 4 0.46 8 0.970 0.02654 10.17 158.7 0.00136 0.000634 4 0.59 8 0.939 0.02099 14.75 132.4 0.00132 0.000727 4 1.00 8 0.998 0.00719 2.76 36.8 0.00066 0.000047 4 1.00 8 0.900 0.00493 19.20 25.2 0.00133 0.000222 6 0.21 8 0.940 0.08469 17.86 433.3 0.00084 0.002996 6 0.21 8 0.806 0.03640 28.33 186.2 0.00772 0.002423 6 0.44 8 0.925 0.01242 16.42 63.5 0.00189 0.000479 6 1.00 8 0.922 0.00857 16.75 43.8 0.00024 0.000337 6 1.00 8 0.847 0.01187 24.57 60.7 0.00033 0.000685 13 0.25 8 0.968 0.05339 10.48 273.2 0.00902 0.001314 13 0.25 8 0.984 0.05298 7.43 271.1 0.00766 0.000925 13 1.00 8 0.888 0.00959 20.51 49.1 0.00158 0.000462 13 1.00 8 0.956 0.01383 12.32 70.8 0.00078 0.000400 13 1.00 13 0.935 0.02427 10.76 124.2 0.00173 0.000499 13 1.00 13 0.806 0.01569 18.51 80.3 0.00194 0.000602 20 0.42 13 0.990 0.01918 3.63 98.1 0 \* N/A

Fitting details for CSSR data for each breathhold experiment.

Reported are lung volume normalized to TLC; n : number of diffusion times points measured; R 2 : coefficient of determination; K : slope in Eq 5 , S A / V gas , F 0 , and the errors in their determination.

Note that the error for K is given in percent, whereas for F 0 , it is specified as an absolute number. Note that for two cases (denoted with an asterisk), F 0 has been forced to be zero. This was done because when a least-squares fit was performed with F 0 as an adjustable parameter, negative values were found.

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Figure 5, (a) Alveolar surface area per unit volume of gas as a function of lung volume normalized to total lung capacity (TLC). Data were obtained from four normal, healthy adults. Also note that to convert from S A V gas to K , a value of S A V gas = 100 cm −1 corresponds to K = 0.0195s −1/2 . (b) Average alveolar surface area per unit volume of gas as a function of normalized lung volume. Actual data values are V lungTLC = {0.24, 0.45, 1}, S A V gas = {251.9, 124.2, 61.4}. Two theoretical estimates of the volume dependence of S A V gas are also shown starting from the measured value at TLC. The black line shows how S A V gas would scale if S A = constant (ie, S A V gas ∼ 1/ V gas ). Note that the black line is not a fit to the data. The blue line shows the expected behavior if S A ∼ ( V gas ) 1/3 (ie, S A V gas ∼ ( V gas ) −2/3 ). HS, human subject.

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Imaging Xenon Diffusion from Alveolar Gas Spaces to Septal Tissue: Methods and Results

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Figure 6, Schematic of single-breath xenon transfer contrast (XTC) method. The attenuation between the control images is due to depletion of 129 Xe magnetization from the radiofrequency (RF) pulses used for the imaging and T 1 decay from the presence of oxygen. The attenuation between the XTC images is due to the above two mechanisms plus interphase diffusion. Note that the selective 180s between the XTC images are located in the center of the dissolved phase resonances (+205 ppm), whereas the 180s between the control images are off resonance (−205 ppm). The gas phase is at 0 ppm.

Figure 7, (a–c) Example of coronal projection images obtained with the single-breath version of the xenon transfer contrast method during a breathhold at 47% of total lung capacity. Image (c) has been scaled to remove the attenuation observed from (a) to (b) due to T 1 relaxation and radiofrequency pulses so that the observed attenuation from (b) to (c) is only the result of 129 Xe diffusion between gas and tissue phases. The subject, HS6, is in the supine position. One liter of 86% enriched 129 Xe was inhaled. (d) The resulting F̄ XTC map, (e) its histogram, and (f) a plot of the F̄ XTC as a function of superior (apex)/inferior (base) position. (From Patz et al. ( 11 ), with permission.)

Figure 8, (a–c) Example of coronal projection images obtained with the single-breath version of the xenon transfer method during a breathhold at 47% of total lung capacity. Image (c) has been scaled to remove the attenuation observed from (a) to (b) due to T 1 relaxation and radiofrequency pulses so that the observed attenuation from (b) to (c) is only because of 129 Xe diffusion between gas and tissue phases. The subject, HS6, is lying on his left side. Also shown are (d) the resulting F̄ XTC map, (e) its histogram, and (f) a plot of the F̄ XTC as a function of right/left (ie, gravitationally dependent) position. HS, human subject.

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Initial Comparison of CSSR with SB-XTC

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Figure 9, Comparison of F (t) using chemical shift saturation recovery and xenon transfer contrast methods. Both methods provide the same functional form for the short times. Data were obtained from human subject 20 (HS20) at a normalized lung volume V lungtotal lung capacity = 0.54 and the ratio of the slopes K XTCK CSSR = 2.51.

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Discussion

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Acknowledgments

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