Reversible Interactions with para-Hydrogen Enhance NMR Sensitivity by Polarization Transfer
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Citations
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References
Increase in signal-to-noise ratio of > 10,000 times in liquid-state NMR
Parahydrogen and synthesis allow dramatically enhanced nuclear alignment
Parahydrogen and Synthesis Allow Dramatically Enhanced Nuclear Alignment
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Molecular imaging with endogenous substances.
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Frequently Asked Questions (16)
Q2. What is the effect of the polarization transfer on free pyridine?
substrate exchange with that bound in the host-ligand template during this period leads to the build-up of hyperpolarization in free pyridine.
Q3. How long has the pyridine signal enhancement been estimated?
The time saved through this 823-fold signal enhancement has been estimated to exceed 3 months assuming that the individual measurements are separated by a 20 second recovery delay and use 90 o observation pulses.
Q4. How can a metal complex increase the signal strength of a sample?
the authors show that high-resolution NMR spectra can be collected for a range of molecules and nuclei where the detected signal strengths are up to 800 times greater than would be normally achievable with an unpolarized sample.
Q5. What do the authors find in the spectra of nicotinamide?
The authors note that 3-fluoropyridine, nicotine, pyridazine, quinoline, quinazoline, quinoxaline and dibenzothiophene also show enhancement and that 19 F and 31 P signals can also be detected (5).
Q6. What is the reversible interaction of para-hydrogen with a suitable organic substrate?
The authors show here that a metal complex can facilitate the reversible interaction of para-hydrogen with a suitable organic substrate such that up to an 800 fold increase in proton, carbon, and nitrogen signal strengths are seen for the substrate without its hydrogenation.
Q7. How is the proton sensitivity of the nmr route predicted to be increased?
When optimised, this route is predicted to increase proton sensitivity by up to four orders of magnitude (5) such that the routine single shot characterization of materials, even at picomole levels, will become possible (6).
Q8. How many proton signal strengths can be detected in a single scan?
the ability to increase proton signal strengths in such products by 32,000 with para-H2 and hence detect pico-moles of material in a single scan has been established (6, 18).
Q9. How many folds of sensitivity would be apparent?
If the NMR spectra of 100% 13 C enriched materials were compared to those obtained from para-H2 enhancement of the un-enriched material, an eight fold gain in sensitivity would still be apparent.
Q10. What is the direction of the signals for free pyridine?
the signals for free pyridine at 7.84, 8.54, and 7.43 appear in the downward direction that is most simply described as emission.
Q11. What is the effect of the polarization transfer?
The authors conclude therefore that whilst at low field, spontaneous polarization transfer occurs between para-H2 and the pyridine substrate that is in temporary association with the metal template.
Q12. What is the way to use a proton based MRI?
The method can be used on routine proton based MRI instruments without the need to exploit other magnetically active nuclei that provide much weaker signals.
Q13. How does this improve the sensitivity of NMR?
This improvement facilitates the collection of diagnostic high resolution 1 H, 13 C, 15 N, 19 F NMR spectra and magnetic resonance images of selected signals in a fraction of the time that would normally be necessary.
Q14. What is the effect of polarization on free pyridine?
This enhancement effect is not just limited to proton signals since the corresponding 13 C (Fig. 1B) and 15 N resonances (Fig. 1C) of pyridine are also polarized.
Q15. How can the pyridine signal be regenerated?
these effects can be regenerated by simply removing the sample from the spectrometer and bringing it into contact with fresh para-H2 in low magnetic field.
Q16. How many different isotopes are used in the NMR spectra?
The problem is further exacerbated when the natural abundance of 13 C (1.108%) and 15 N (0.37%) isotopes are taken into account, meaning the effective differences in sensitivity scale from 1 in 32,000 for 1 H to 1 in 120 million and 1 in 8.7 billion in these nuclei respectively.