Zhongliang Zu1, Elizabeth A Louie1, Eugene Lin1, Xiaoyu Jiang1, Mark D Does1, John C Gore1, and Daniel F Gochberg1
1Vanderbilt University, Nashville, TN, United States
Synopsis
The CEST signal around 2 ppm may have applications in
cancer and muscle imaging and is likely related to an important energy molecule,
creatine. In this work, we provide a specific metric to better quantify this
signal based on modification of our previously developed CERT approach and an inverse
analysis. Results show that the CEST signal at 2 ppm is hypointense in tumors
which may be due to decreased creatine content.
PURPOSE
Recent studies show that a CEST signal centered around
2 ppm distinguishes tumor from normal brain and is detectable in muscle,
and is likely related to creatine, an important metabolite1. A
multiple-pool Lorentzian fit has been applied to quantify the CEST signal at 2 ppm.
However, this approach may overestimate the CEST signal at 2 ppm due to the influence
of fast exchanging amine protons at 3 ppm (e.g. glutamate), which have broad
peaks; Furthermore, CEST techniques depend on multiple other parameters, and
are often not specific to exchange effects. In this work, we first modified our
previously developed chemical exchange rotation transfer (CERT) approach by
varying duty cycle and keeping constant pulse width to extend the pass-band of the
CERT exchange-rate filter effect to cover the exchange regime of creatine (several
hundred Hertz). We then combine a constant pulse width (cpw) acquisition with an inverse analysis,
and name the corresponding metric AREXdouble, cpw, to separate and quantify
the exchange-specific CEST signal at 2 ppm.METHODS
To quantify CEST signals, conventional MTRasym,
CERT MTRdouble, CERT MTRdouble, cpw, and CERT AREXdouble,
cpw are defined as,
$$MTR_{asym}=\frac{S_+-S_-}{S_0} (1) $$
$$MTR_{double}=\frac{S_-(\theta=2\pi, dc=0.5)-S_-(\theta=\pi, dc=0.5)}{S_0} (2)$$
$$MTR_{double, cpw}=\frac{S_-(\theta=2\pi, dc=0.18)-S_-(\theta=\pi, dc=0.72)}{S_0} (3)$$
$$AREX_{double, cpw}=R_{1obs}(\frac{S_0}{S_-(\theta=\pi, dc=0.72)}-\frac{S_0}{S_-(\theta=2\pi, dc=0.18)}) (4)$$
where (-)
represents the offset of the exchanging species and (+) is the offset on the
opposite side of the water. (π) and (2π) represent the
nutation angles (θ) of the individual pulses making up a long irradiation
pulse train. S0 is the signal acquired in the non-irradiated control
case. The duty cycle (dc) in MTRdouble, cpw and AREXdouble, cpw is set to be 0.18 for 2π irradiation and 0.72 for π irradiation so that the
pulse durations are constant for all θ (13 ms under irradiation power of 1 mT in this study). The pulse duration is set constant to avoid changes in the bandwidth that may affect direct effects close to the water line. Average
irradiation powers, defined to be the root mean square average of the
amplitude over a pulse repetition period, are set constant for both π and 2π irradiations. R1obs
is the apparent water
longitudinal relaxation rate.
To study exchange-rate filter effects, the four metrics were calculated as
a function of exchange rate (ksw). A 2-pool model (solute and water) was simulated ignoring direct effects on water,
with the solute offset set to 1.9 ppm. To study the ability of the
CERTcpw methods to isolate creatine from multiple metabolites, 11 solutions containing brain metabolites at their
physiological concentrations and 1 solution containing egg white albumin (EWA) were prepared in 1 $$$\times$$$ PBS and titrated to pH of 7.0. A rat bearing a 9L tumor was also measured. Measurements were performed on a Varian 9.4T small animal MRI scanner.
RESULTS
Fig.
1a and 1b show the Z-spectra using π
and 2π pulses and the resulting AREXdouble,cpw metric of a creatine sample. Fig. 1c
shows the simulated MTRasym, MTRdouble,
MTRdouble,cpw, and AREXdouble,cpw metrics as a function of ksw. Note that MTRasym has contributions from all exchanging regimes, but MTRdouble has contributions only from
the slow exchanging regime. In contrast, MTRdouble,cpw and AREXdouble,cpw have contributions from the slow and intermediate exchange regimes, and
thus can isolate creatine from fast exchanging metabolites. Fig. 2 shows the experimental MTRasym, MTRdouble, MTRdouble,cpw,
and AREXdouble,cpw spectra from solutions containing the main
metabolites in brain. Fig. 2a shows that although creatine makes the largest
contribution to MTRasym, glutamate still
contributes roughly 40% of creatine’s signal at 1.9 ppm. Fig. 2b shows that creatine signal can be removed in MTRdouble spectra. Fig. 2c and 2d show that glutamate
contributes roughly only 20% of creatine’s signal at 1.9 pm, indicating that
the exchange filter effect of MTRdouble,cpw and AREXdouble,cpw
can effectively remove contaminations from glutamate. Fig. 3 shows the experimental AREXdouble,cpw spectrum of EWA, indicating
that the CEST signal at 2 ppm may have additional contribution from proteins2.
Fig. 4 shows CEST and MRS measurements on a rat brain bearing 9L tumor. Both decreased AREXdouble,cpw and MRS signals are
found in tumor.DISCUSSION
Phantom experiments
in Fig. 2 show that AREXdouble, cpw can more effectively isolate
creatine from other metabolites than other metrics. In vivo AREXdouble,
cpw imaging in Fig. 4d shows hypointense signal in tumor which may be due
to the decreased creatine content. However, Fig. 3 shows that the signal at 2
ppm could be also from proteins. Further validation of the molecular origin of
the CEST signal at 2 ppm is required.CONCLUSION
We provide a specific
metric to quantify CEST signal at 2 ppm.Acknowledgements
No acknowledgement found.References
1. Cai KJ, Singh A, Poptani H., et al. CEST
signal at 2ppm (CEST@2ppm) from Z-spectral fitting correlates with creatine
distribution in brain tumor. NMR in
biomedicine. 2015;28: 1-8.
2.
Jin T, Kim SG., High field MR imaging of
proteins and peptides based on the amine-water proton exchange effect. ISMRM 2012.