12 research outputs found
Detection and Quantification of Hydrogen Peroxide in Aqueous Solutions Using Chemical Exchange Saturation Transfer
The
development of new analytical methods to accurately quantify
hydrogen peroxide is of great interest. In the current study, we developed
a new magnetic resonance (MR) method for noninvasively quantifying
hydrogen peroxide (H<sub>2</sub>O<sub>2</sub>) in aqueous solutions
based on chemical exchange saturation transfer (CEST), an emerging
MRI contrast mechanism. Our method can detect H<sub>2</sub>O<sub>2</sub> by its specific CEST signal at ∼6.2 ppm downfield from water
resonance, with more than 1000 times signal amplification compared
to the direct NMR detection. To improve the accuracy of quantification,
we comprehensively investigated the effects of sample properties on
CEST detection, including pH, temperature, and relaxation times. To
accelerate the NMR measurement, we implemented an ultrafast <i>Z</i>-spectroscopic (UFZ) CEST method to boost the acquisition
speed to 2 s per CEST spectrum. To accurately quantify H<sub>2</sub>O<sub>2</sub> in unknown samples, we also implemented a standard
addition method, which eliminated the need for predetermined calibration
curves. Our results clearly demonstrate that the presented CEST-based
technique is a simple, noninvasive, quick, and accurate method for
quantifying H<sub>2</sub>O<sub>2</sub> in aqueous solutions
<sup>15</sup>N Heteronuclear Chemical Exchange Saturation Transfer MRI
A two-step
heteronuclear enhancement approach was combined with
chemical exchange saturation transfer (CEST) to magnify <sup>15</sup>N MRI signal of molecules through indirect detection via water protons.
Previous CEST studies have been limited to radiofrequency (rf) saturation
transfer or excitation transfer employing protons. Here, the signal
of <sup>15</sup>N is detected indirectly through the water signal
by first inverting selectively protons that are scalar-coupled to <sup>15</sup>N in the urea molecule, followed by chemical exchange of
the amide proton to bulk water. In addition to providing a small sensitivity
enhancement, this approach can be used to monitor the exchange rates
and thus the pH sensitivity of the participating <sup>15</sup>N-bound
protons
Metal Ion Sensing Using Ion Chemical Exchange Saturation Transfer <sup>19</sup>F Magnetic Resonance Imaging
Although metal ions are involved
in a myriad of biological processes,
noninvasive detection of free metal ions in deep tissue remains a
formidable challenge. We present an approach for specific sensing
of the presence of Ca<sup>2+</sup> in which the amplification strategy
of chemical exchange saturation transfer (CEST) is combined with the
broad range of chemical shifts found in <sup>19</sup>F NMR spectroscopy
to obtain magnetic resonance images of Ca<sup>2+</sup>. We exploited
the chemical shift change (Δω) of <sup>19</sup>F upon
binding of Ca<sup>2+</sup> to the 5,5′-difluoro derivative
of 1,2-bisÂ(<i>o</i>-aminoÂphenoxy)Âethane-<i>N</i>,<i>N</i>,<i>N</i>′,<i>N</i>′-tetraÂacetic acid (5F-BAPTA) by radiofrequency
labeling at the Ca<sup>2+</sup>-bound <sup>19</sup>F frequency and
detection of the label transfer to the Ca<sup>2+</sup>-free <sup>19</sup>F frequency. Through the substrate binding kinetics we were able
to amplify the signal of Ca<sup>2+</sup> onto free 5F-BAPTA and thus
indirectly detect low Ca<sup>2+</sup> concentrations with high sensitivity
RSNs with significant linear trends in RSN outcome measures.
<p>Intercept and slope of the estimated linear trend, as well as the slope’s F statistic and p-value in three RSN outcome measures, namely the (a) spatial similarity (eta-squared, η<sup>2</sup>), (b) temporal fluctuation magnitude, and (c) BNC, for each RSNs with significant linear trends are listed.</p><p>RSNs with significant linear trends in RSN outcome measures.</p
Aggregate spatial maps of the resting state networks (RSNs).
<p>Group independent component analysis (GICA) was used to estimate the RSNs and obtain the aggregate spatial maps. The spatial maps of each RSN are shown as subfigures, with representative sagittal, coronal, and axial views (left-to-right) overlaid on structural images within the Montreal Neurological Institute (MNI) template space; coordinates (in mm) for each view are indicated below each subfigure. (Aud: auditory, Smot: seonsorimotor, Vis: visual, DMN: default mode network, Attn: attention, Exec: executive, Sal: salience, Cb: cerebellar, ven: ventral, dor: dorsal, R: right, L: left).</p
RSNs with significant temporal structures.
<p>TOP Existence of significant (after correction for multiple comparisons) linear trends in three RSN outcome measures, namely the (a) spatial similarity (eta-squared, η<sup>2</sup>), (b) temporal signal fluctuation magnitude, and (c) BNC, are visualized using matrices. Red blocks indicate significant positive linear trend, blue blocks negative trend, and black boxes no significant trend. MIDDLE Existence of significant (after correction for multiple comparisons) annual periodicity in three RSN outcome measures. Red blocks indicate significant annual periodicity and black boxes no annual periodicity. BOTTOM AR orders of the estimated ARMA models for RSNs and RSN pairs are visualized for each outcome measures, where black box indicates no autocorrelation, red box AR order of 1, yellow box AR order of 2, and white box AR order of 3. Refer to <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0140134#pone.0140134.s006" target="_blank">S3 Table</a> for information on full ARMA model parameters.</p
Reproducibility of between-network connectivity (BNC) measurements.
<p>The combined BNC matrices show the degree of temporal synchrony between RSN pairs. Mean (a) and standard deviation (SD) (b) BNC values of the single- (below the main diagonal) and multi-participant (above the main diagonal) are shown. The diagonal elements were zeroed for display purposes. (c) Absolute value of the difference between the single- and the multi-participant BNC values. (d) Ten RSN pairs with the smallest (top) and the biggest (bottom) differences between single- and multi-participant mean BNC values. Mean BNC values from the single-subject dataset are overlaid as magenta circles on boxplots reporting on multi-participant data.</p
Weekly BNC measures of RSN pairs with the two largest and smallest variations in BNC measurements.
<p>Weekly BNC measures are plotted against the corresponding image acquisition weeks for the RSN pairs with the two largest (top) and two smallest (bottom) variations in BNC measurements, as measured by SD.</p
Reproducibility of RSN spatial maps.
<p>Spatial similarity of each session’s RSN spatial map to the corresponding group mean map, measured using eta-squared (η<sup>2</sup>), for single-subject (blue) and multi-participant (yellow) datasets, is visualized using violin plots. The first, second, and third quartiles of the data are represented within the violin plots as dotted lines.</p
RSN spatial maps for representative weekly sessions.
<p>RSN mean spatial maps (leftmost column), representative backreconstructed weekly single-session spatial maps (middle eight columns), and overlap maps (rightmost column) for the 14 RSNs. The degree of spatial similarity of each session’s spatial map to the corresponding mean map, as measured using eta-squared (η<sup>2</sup>), is indicated below the single-session maps.</p